This is the reference manual for the Go programming language. The pre-Go1.18 version, without generics, can be found here. For more information and other documents, see golang.org.
Go is a general-purpose language designed with systems programming in mind. It is strongly typed and garbage-collected and has explicit support for concurrent programming. Programs are constructed from packages, whose properties allow efficient management of dependencies.
The syntax is compact and simple to parse, allowing for easy analysis by automatic tools such as integrated development environments.
The syntax is specified using a variant of Extended Backus-Naur Form (EBNF):
Syntax = { Production } .
Production = production_name "=" [ Expression ] "." .
Expression = Term { "|" Term } .
Term = Factor { Factor } .
Factor = production_name | token [ "…" token ] | Group | Option | Repetition .
Group = "(" Expression ")" .
Option = "[" Expression "]" .
Repetition = "{" Expression "}" .
Productions are expressions constructed from terms and the following operators, in increasing precedence:
| alternation
() grouping
[] option (0 or 1 times)
{} repetition (0 to n times)
Lowercase production names are used to identify lexical (terminal) tokens.
Non-terminals are in CamelCase. Lexical tokens are enclosed in
double quotes "" or back quotes ``.
The form a … b represents the set of characters from
a through b as alternatives. The horizontal
ellipsis … is also used elsewhere in the spec to informally denote various
enumerations or code snippets that are not further specified. The character …
(as opposed to the three characters ...) is not a token of the Go
language.
Source code is Unicode text encoded in UTF-8. The text is not canonicalized, so a single accented code point is distinct from the same character constructed from combining an accent and a letter; those are treated as two code points. For simplicity, this document will use the unqualified term character to refer to a Unicode code point in the source text.
Each code point is distinct; for instance, uppercase and lowercase letters are different characters.
Implementation restriction: For compatibility with other tools, a compiler may disallow the NUL character (U+0000) in the source text.
Implementation restriction: For compatibility with other tools, a compiler may ignore a UTF-8-encoded byte order mark (U+FEFF) if it is the first Unicode code point in the source text. A byte order mark may be disallowed anywhere else in the source.
The following terms are used to denote specific Unicode character categories:
newline = /* the Unicode code point U+000A */ . unicode_char = /* an arbitrary Unicode code point except newline */ . unicode_letter = /* a Unicode code point categorized as "Letter" */ . unicode_digit = /* a Unicode code point categorized as "Number, decimal digit" */ .
In The Unicode Standard 8.0, Section 4.5 "General Category" defines a set of character categories. Go treats all characters in any of the Letter categories Lu, Ll, Lt, Lm, or Lo as Unicode letters, and those in the Number category Nd as Unicode digits.
The underscore character _ (U+005F) is considered a lowercase letter.
letter = unicode_letter | "_" . decimal_digit = "0" … "9" . binary_digit = "0" | "1" . octal_digit = "0" … "7" . hex_digit = "0" … "9" | "A" … "F" | "a" … "f" .
Comments serve as program documentation. There are two forms:
//
and stop at the end of the line.
/*
and stop with the first subsequent character sequence */.
A comment cannot start inside a rune or string literal, or inside a comment. A general comment containing no newlines acts like a space. Any other comment acts like a newline.
Tokens form the vocabulary of the Go language. There are four classes: identifiers, keywords, operators and punctuation, and literals. White space, formed from spaces (U+0020), horizontal tabs (U+0009), carriage returns (U+000D), and newlines (U+000A), is ignored except as it separates tokens that would otherwise combine into a single token. Also, a newline or end of file may trigger the insertion of a semicolon. While breaking the input into tokens, the next token is the longest sequence of characters that form a valid token.
The formal syntax uses semicolons ";" as terminators in
a number of productions. Go programs may omit most of these semicolons
using the following two rules:
break,
continue,
fallthrough, or
return
++,
--,
),
], or
}
")" or "}".
To reflect idiomatic use, code examples in this document elide semicolons using these rules.
Identifiers name program entities such as variables and types. An identifier is a sequence of one or more letters and digits. The first character in an identifier must be a letter.
identifier = letter { letter | unicode_digit } .
a _x9 ThisVariableIsExported αβ
Some identifiers are predeclared.
The following keywords are reserved and may not be used as identifiers.
break default func interface select case defer go map struct chan else goto package switch const fallthrough if range type continue for import return var
The following character sequences represent operators (including assignment operators) and punctuation:
+ & += &= && == != ( )
- | -= |= || < <= [ ]
* ^ *= ^= <- > >= { }
/ << /= <<= ++ = := , ;
% >> %= >>= -- ! ... . :
&^ &^= ~
An integer literal is a sequence of digits representing an
integer constant.
An optional prefix sets a non-decimal base: 0b or 0B
for binary, 0, 0o, or 0O for octal,
and 0x or 0X for hexadecimal.
A single 0 is considered a decimal zero.
In hexadecimal literals, letters a through f
and A through F represent values 10 through 15.
For readability, an underscore character _ may appear after
a base prefix or between successive digits; such underscores do not change
the literal's value.
int_lit = decimal_lit | binary_lit | octal_lit | hex_lit .
decimal_lit = "0" | ( "1" … "9" ) [ [ "_" ] decimal_digits ] .
binary_lit = "0" ( "b" | "B" ) [ "_" ] binary_digits .
octal_lit = "0" [ "o" | "O" ] [ "_" ] octal_digits .
hex_lit = "0" ( "x" | "X" ) [ "_" ] hex_digits .
decimal_digits = decimal_digit { [ "_" ] decimal_digit } .
binary_digits = binary_digit { [ "_" ] binary_digit } .
octal_digits = octal_digit { [ "_" ] octal_digit } .
hex_digits = hex_digit { [ "_" ] hex_digit } .
42 4_2 0600 0_600 0o600 0O600 // second character is capital letter 'O' 0xBadFace 0xBad_Face 0x_67_7a_2f_cc_40_c6 170141183460469231731687303715884105727 170_141183_460469_231731_687303_715884_105727 _42 // an identifier, not an integer literal 42_ // invalid: _ must separate successive digits 4__2 // invalid: only one _ at a time 0_xBadFace // invalid: _ must separate successive digits
A floating-point literal is a decimal or hexadecimal representation of a floating-point constant.
A decimal floating-point literal consists of an integer part (decimal digits),
a decimal point, a fractional part (decimal digits), and an exponent part
(e or E followed by an optional sign and decimal digits).
One of the integer part or the fractional part may be elided; one of the decimal point
or the exponent part may be elided.
An exponent value exp scales the mantissa (integer and fractional part) by 10exp.
A hexadecimal floating-point literal consists of a 0x or 0X
prefix, an integer part (hexadecimal digits), a radix point, a fractional part (hexadecimal digits),
and an exponent part (p or P followed by an optional sign and decimal digits).
One of the integer part or the fractional part may be elided; the radix point may be elided as well,
but the exponent part is required. (This syntax matches the one given in IEEE 754-2008 §5.12.3.)
An exponent value exp scales the mantissa (integer and fractional part) by 2exp.
For readability, an underscore character _ may appear after
a base prefix or between successive digits; such underscores do not change
the literal value.
float_lit = decimal_float_lit | hex_float_lit .
decimal_float_lit = decimal_digits "." [ decimal_digits ] [ decimal_exponent ] |
decimal_digits decimal_exponent |
"." decimal_digits [ decimal_exponent ] .
decimal_exponent = ( "e" | "E" ) [ "+" | "-" ] decimal_digits .
hex_float_lit = "0" ( "x" | "X" ) hex_mantissa hex_exponent .
hex_mantissa = [ "_" ] hex_digits "." [ hex_digits ] |
[ "_" ] hex_digits |
"." hex_digits .
hex_exponent = ( "p" | "P" ) [ "+" | "-" ] decimal_digits .
0. 72.40 072.40 // == 72.40 2.71828 1.e+0 6.67428e-11 1E6 .25 .12345E+5 1_5. // == 15.0 0.15e+0_2 // == 15.0 0x1p-2 // == 0.25 0x2.p10 // == 2048.0 0x1.Fp+0 // == 1.9375 0X.8p-0 // == 0.5 0X_1FFFP-16 // == 0.1249847412109375 0x15e-2 // == 0x15e - 2 (integer subtraction) 0x.p1 // invalid: mantissa has no digits 1p-2 // invalid: p exponent requires hexadecimal mantissa 0x1.5e-2 // invalid: hexadecimal mantissa requires p exponent 1_.5 // invalid: _ must separate successive digits 1._5 // invalid: _ must separate successive digits 1.5_e1 // invalid: _ must separate successive digits 1.5e_1 // invalid: _ must separate successive digits 1.5e1_ // invalid: _ must separate successive digits
An imaginary literal represents the imaginary part of a
complex constant.
It consists of an integer or
floating-point literal
followed by the lowercase letter i.
The value of an imaginary literal is the value of the respective
integer or floating-point literal multiplied by the imaginary unit i.
imaginary_lit = (decimal_digits | int_lit | float_lit) "i" .
For backward compatibility, an imaginary literal's integer part consisting
entirely of decimal digits (and possibly underscores) is considered a decimal
integer, even if it starts with a leading 0.
0i 0123i // == 123i for backward-compatibility 0o123i // == 0o123 * 1i == 83i 0xabci // == 0xabc * 1i == 2748i 0.i 2.71828i 1.e+0i 6.67428e-11i 1E6i .25i .12345E+5i 0x1p-2i // == 0x1p-2 * 1i == 0.25i
A rune literal represents a rune constant,
an integer value identifying a Unicode code point.
A rune literal is expressed as one or more characters enclosed in single quotes,
as in 'x' or '\n'.
Within the quotes, any character may appear except newline and unescaped single
quote. A single quoted character represents the Unicode value
of the character itself,
while multi-character sequences beginning with a backslash encode
values in various formats.
The simplest form represents the single character within the quotes;
since Go source text is Unicode characters encoded in UTF-8, multiple
UTF-8-encoded bytes may represent a single integer value. For
instance, the literal 'a' holds a single byte representing
a literal a, Unicode U+0061, value 0x61, while
'ä' holds two bytes (0xc3 0xa4) representing
a literal a-dieresis, U+00E4, value 0xe4.
Several backslash escapes allow arbitrary values to be encoded as
ASCII text. There are four ways to represent the integer value
as a numeric constant: \x followed by exactly two hexadecimal
digits; \u followed by exactly four hexadecimal digits;
\U followed by exactly eight hexadecimal digits, and a
plain backslash \ followed by exactly three octal digits.
In each case the value of the literal is the value represented by
the digits in the corresponding base.
Although these representations all result in an integer, they have
different valid ranges. Octal escapes must represent a value between
0 and 255 inclusive. Hexadecimal escapes satisfy this condition
by construction. The escapes \u and \U
represent Unicode code points so within them some values are illegal,
in particular those above 0x10FFFF and surrogate halves.
After a backslash, certain single-character escapes represent special values:
\a U+0007 alert or bell \b U+0008 backspace \f U+000C form feed \n U+000A line feed or newline \r U+000D carriage return \t U+0009 horizontal tab \v U+000B vertical tab \\ U+005C backslash \' U+0027 single quote (valid escape only within rune literals) \" U+0022 double quote (valid escape only within string literals)
An unrecognized character following a backslash in a rune literal is illegal.
rune_lit = "'" ( unicode_value | byte_value ) "'" .
unicode_value = unicode_char | little_u_value | big_u_value | escaped_char .
byte_value = octal_byte_value | hex_byte_value .
octal_byte_value = `\` octal_digit octal_digit octal_digit .
hex_byte_value = `\` "x" hex_digit hex_digit .
little_u_value = `\` "u" hex_digit hex_digit hex_digit hex_digit .
big_u_value = `\` "U" hex_digit hex_digit hex_digit hex_digit
hex_digit hex_digit hex_digit hex_digit .
escaped_char = `\` ( "a" | "b" | "f" | "n" | "r" | "t" | "v" | `\` | "'" | `"` ) .
'a' 'ä' '本' '\t' '\000' '\007' '\377' '\x07' '\xff' '\u12e4' '\U00101234' '\'' // rune literal containing single quote character 'aa' // illegal: too many characters '\k' // illegal: k is not recognized after a backslash '\xa' // illegal: too few hexadecimal digits '\0' // illegal: too few octal digits '\400' // illegal: octal value over 255 '\uDFFF' // illegal: surrogate half '\U00110000' // illegal: invalid Unicode code point
A string literal represents a string constant obtained from concatenating a sequence of characters. There are two forms: raw string literals and interpreted string literals.
Raw string literals are character sequences between back quotes, as in
`foo`. Within the quotes, any character may appear except
back quote. The value of a raw string literal is the
string composed of the uninterpreted (implicitly UTF-8-encoded) characters
between the quotes;
in particular, backslashes have no special meaning and the string may
contain newlines.
Carriage return characters ('\r') inside raw string literals
are discarded from the raw string value.
Interpreted string literals are character sequences between double
quotes, as in "bar".
Within the quotes, any character may appear except newline and unescaped double quote.
The text between the quotes forms the
value of the literal, with backslash escapes interpreted as they
are in rune literals (except that \' is illegal and
\" is legal), with the same restrictions.
The three-digit octal (\nnn)
and two-digit hexadecimal (\xnn) escapes represent individual
bytes of the resulting string; all other escapes represent
the (possibly multi-byte) UTF-8 encoding of individual characters.
Thus inside a string literal \377 and \xFF represent
a single byte of value 0xFF=255, while ÿ,
\u00FF, \U000000FF and \xc3\xbf represent
the two bytes 0xc3 0xbf of the UTF-8 encoding of character
U+00FF.
string_lit = raw_string_lit | interpreted_string_lit .
raw_string_lit = "`" { unicode_char | newline } "`" .
interpreted_string_lit = `"` { unicode_value | byte_value } `"` .
`abc` // same as "abc" `\n \n` // same as "\\n\n\\n" "\n" "\"" // same as `"` "Hello, world!\n" "日本語" "\u65e5本\U00008a9e" "\xff\u00FF" "\uD800" // illegal: surrogate half "\U00110000" // illegal: invalid Unicode code point
These examples all represent the same string:
"日本語" // UTF-8 input text `日本語` // UTF-8 input text as a raw literal "\u65e5\u672c\u8a9e" // the explicit Unicode code points "\U000065e5\U0000672c\U00008a9e" // the explicit Unicode code points "\xe6\x97\xa5\xe6\x9c\xac\xe8\xaa\x9e" // the explicit UTF-8 bytes
If the source code represents a character as two code points, such as a combining form involving an accent and a letter, the result will be an error if placed in a rune literal (it is not a single code point), and will appear as two code points if placed in a string literal.
There are boolean constants, rune constants, integer constants, floating-point constants, complex constants, and string constants. Rune, integer, floating-point, and complex constants are collectively called numeric constants.
A constant value is represented by a
rune,
integer,
floating-point,
imaginary,
or
string literal,
an identifier denoting a constant,
a constant expression,
a conversion with a result that is a constant, or
the result value of some built-in functions such as
min or max applied to constant arguments,
unsafe.Sizeof applied to certain values,
cap or len applied to
some expressions,
real and imag applied to a complex constant
and complex applied to numeric constants.
The boolean truth values are represented by the predeclared constants
true and false. The predeclared identifier
iota denotes an integer constant.
In general, complex constants are a form of constant expression and are discussed in that section.
Numeric constants represent exact values of arbitrary precision and do not overflow. Consequently, there are no constants denoting the IEEE-754 negative zero, infinity, and not-a-number values.
Constants may be typed or untyped.
Literal constants, true, false, iota,
and certain constant expressions
containing only untyped constant operands are untyped.
A constant may be given a type explicitly by a constant declaration or conversion, or implicitly when used in a variable declaration or an assignment statement or as an operand in an expression. It is an error if the constant value cannot be represented as a value of the respective type. If the type is a type parameter, the constant is converted into a non-constant value of the type parameter.
An untyped constant has a default type which is the type to which the
constant is implicitly converted in contexts where a typed value is required,
for instance, in a short variable declaration
such as i := 0 where there is no explicit type.
The default type of an untyped constant is bool, rune,
int, float64, complex128, or string
respectively, depending on whether it is a boolean, rune, integer, floating-point,
complex, or string constant.
Implementation restriction: Although numeric constants have arbitrary precision in the language, a compiler may implement them using an internal representation with limited precision. That said, every implementation must:
These requirements apply both to literal constants and to the result of evaluating constant expressions.
A variable is a storage location for holding a value. The set of permissible values is determined by the variable's type.
A variable declaration
or, for function parameters and results, the signature
of a function declaration
or function literal reserves
storage for a named variable.
Calling the built-in function new
or taking the address of a composite literal
allocates storage for a variable at run time.
Such an anonymous variable is referred to via a (possibly implicit)
pointer indirection.
Structured variables of array, slice, and struct types have elements and fields that may be addressed individually. Each such element acts like a variable.
The static type (or just type) of a variable is the
type given in its declaration, the type provided in the
new call or composite literal, or the type of
an element of a structured variable.
Variables of interface type also have a distinct dynamic type,
which is the (non-interface) type of the value assigned to the variable at run time
(unless the value is the predeclared identifier nil,
which has no type).
The dynamic type may vary during execution but values stored in interface
variables are always assignable
to the static type of the variable.
var x interface{} // x is nil and has static type interface{}
var v *T // v has value nil, static type *T
x = 42 // x has value 42 and dynamic type int
x = v // x has value (*T)(nil) and dynamic type *T
A variable's value is retrieved by referring to the variable in an expression; it is the most recent value assigned to the variable. If a variable has not yet been assigned a value, its value is the zero value for its type.
A type determines a set of values together with operations and methods specific to those values. A type may be denoted by a type name, if it has one, which must be followed by type arguments if the type is generic. A type may also be specified using a type literal, which composes a type from existing types.
Type = TypeName [ TypeArgs ] | TypeLit | "(" Type ")" .
TypeName = identifier | QualifiedIdent .
TypeArgs = "[" TypeList [ "," ] "]" .
TypeList = Type { "," Type } .
TypeLit = ArrayType | StructType | PointerType | FunctionType | InterfaceType |
SliceType | MapType | ChannelType .
The language predeclares certain type names. Others are introduced with type declarations or type parameter lists. Composite types—array, struct, pointer, function, interface, slice, map, and channel types—may be constructed using type literals.
Predeclared types, defined types, and type parameters are called named types. An alias denotes a named type if the type given in the alias declaration is a named type.
A boolean type represents the set of Boolean truth values
denoted by the predeclared constants true
and false. The predeclared boolean type is bool;
it is a defined type.
An integer, floating-point, or complex type represents the set of integer, floating-point, or complex values, respectively. They are collectively called numeric types. The predeclared architecture-independent numeric types are:
uint8 the set of all unsigned 8-bit integers (0 to 255) uint16 the set of all unsigned 16-bit integers (0 to 65535) uint32 the set of all unsigned 32-bit integers (0 to 4294967295) uint64 the set of all unsigned 64-bit integers (0 to 18446744073709551615) int8 the set of all signed 8-bit integers (-128 to 127) int16 the set of all signed 16-bit integers (-32768 to 32767) int32 the set of all signed 32-bit integers (-2147483648 to 2147483647) int64 the set of all signed 64-bit integers (-9223372036854775808 to 9223372036854775807) float32 the set of all IEEE-754 32-bit floating-point numbers float64 the set of all IEEE-754 64-bit floating-point numbers complex64 the set of all complex numbers with float32 real and imaginary parts complex128 the set of all complex numbers with float64 real and imaginary parts byte alias for uint8 rune alias for int32
The value of an n-bit integer is n bits wide and represented using two's complement arithmetic.
There is also a set of predeclared integer types with implementation-specific sizes:
uint either 32 or 64 bits int same size as uint uintptr an unsigned integer large enough to store the uninterpreted bits of a pointer value
To avoid portability issues all numeric types are defined
types and thus distinct except
byte, which is an alias for uint8, and
rune, which is an alias for int32.
Explicit conversions
are required when different numeric types are mixed in an expression
or assignment. For instance, int32 and int
are not the same type even though they may have the same size on a
particular architecture.
A string type represents the set of string values.
A string value is a (possibly empty) sequence of bytes.
The number of bytes is called the length of the string and is never negative.
Strings are immutable: once created,
it is impossible to change the contents of a string.
The predeclared string type is string;
it is a defined type.
The length of a string s can be discovered using
the built-in function len.
The length is a compile-time constant if the string is a constant.
A string's bytes can be accessed by integer indices
0 through len(s)-1.
It is illegal to take the address of such an element; if
s[i] is the i'th byte of a
string, &s[i] is invalid.
An array is a numbered sequence of elements of a single type, called the element type. The number of elements is called the length of the array and is never negative.
ArrayType = "[" ArrayLength "]" ElementType . ArrayLength = Expression . ElementType = Type .
The length is part of the array's type; it must evaluate to a
non-negative constant
representable by a value
of type int.
The length of array a can be discovered
using the built-in function len.
The elements can be addressed by integer indices
0 through len(a)-1.
Array types are always one-dimensional but may be composed to form
multi-dimensional types.
[32]byte
[2*N] struct { x, y int32 }
[1000]*float64
[3][5]int
[2][2][2]float64 // same as [2]([2]([2]float64))
An array type T may not have an element of type T,
or of a type containing T as a component, directly or indirectly,
if those containing types are only array or struct types.
// invalid array types
type (
T1 [10]T1 // element type of T1 is T1
T2 [10]struct{ f T2 } // T2 contains T2 as component of a struct
T3 [10]T4 // T3 contains T3 as component of a struct in T4
T4 struct{ f T3 } // T4 contains T4 as component of array T3 in a struct
)
// valid array types
type (
T5 [10]*T5 // T5 contains T5 as component of a pointer
T6 [10]func() T6 // T6 contains T6 as component of a function type
T7 [10]struct{ f []T7 } // T7 contains T7 as component of a slice in a struct
)
A slice is a descriptor for a contiguous segment of an underlying array and
provides access to a numbered sequence of elements from that array.
A slice type denotes the set of all slices of arrays of its element type.
The number of elements is called the length of the slice and is never negative.
The value of an uninitialized slice is nil.
SliceType = "[" "]" ElementType .
The length of a slice s can be discovered by the built-in function
len; unlike with arrays it may change during
execution. The elements can be addressed by integer indices
0 through len(s)-1. The slice index of a
given element may be less than the index of the same element in the
underlying array.
A slice, once initialized, is always associated with an underlying array that holds its elements. A slice therefore shares storage with its array and with other slices of the same array; by contrast, distinct arrays always represent distinct storage.
The array underlying a slice may extend past the end of the slice.
The capacity is a measure of that extent: it is the sum of
the length of the slice and the length of the array beyond the slice;
a slice of length up to that capacity can be created by
slicing a new one from the original slice.
The capacity of a slice a can be discovered using the
built-in function cap(a).
A new, initialized slice value for a given element type T may be
made using the built-in function
make,
which takes a slice type
and parameters specifying the length and optionally the capacity.
A slice created with make always allocates a new, hidden array
to which the returned slice value refers. That is, executing
make([]T, length, capacity)
produces the same slice as allocating an array and slicing it, so these two expressions are equivalent:
make([]int, 50, 100) new([100]int)[0:50]
Like arrays, slices are always one-dimensional but may be composed to construct higher-dimensional objects. With arrays of arrays, the inner arrays are, by construction, always the same length; however with slices of slices (or arrays of slices), the inner lengths may vary dynamically. Moreover, the inner slices must be initialized individually.
A struct is a sequence of named elements, called fields, each of which has a name and a type. Field names may be specified explicitly (IdentifierList) or implicitly (EmbeddedField). Within a struct, non-blank field names must be unique.
StructType = "struct" "{" { FieldDecl ";" } "}" .
FieldDecl = (IdentifierList Type | EmbeddedField) [ Tag ] .
EmbeddedField = [ "*" ] TypeName [ TypeArgs ] .
Tag = string_lit .
// An empty struct.
struct {}
// A struct with 6 fields.
struct {
x, y int
u float32
_ float32 // padding
A *[]int
F func()
}
A field declared with a type but no explicit field name is called an embedded field.
An embedded field must be specified as
a type name T or as a pointer to a non-interface type name *T,
and T itself may not be
a pointer type. The unqualified type name acts as the field name.
// A struct with four embedded fields of types T1, *T2, P.T3 and *P.T4
struct {
T1 // field name is T1
*T2 // field name is T2
P.T3 // field name is T3
*P.T4 // field name is T4
x, y int // field names are x and y
}
The following declaration is illegal because field names must be unique in a struct type:
struct {
T // conflicts with embedded field *T and *P.T
*T // conflicts with embedded field T and *P.T
*P.T // conflicts with embedded field T and *T
}
A field or method f of an
embedded field in a struct x is called promoted if
x.f is a legal selector that denotes
that field or method f.
Promoted fields act like ordinary fields of a struct except that they cannot be used as field names in composite literals of the struct.
Given a struct type S and a named type
T, promoted methods are included in the method set of the struct as follows:
S contains an embedded field T,
the method sets of S
and *S both include promoted methods with receiver
T. The method set of *S also
includes promoted methods with receiver *T.
S contains an embedded field *T,
the method sets of S and *S both
include promoted methods with receiver T or
*T.
A field declaration may be followed by an optional string literal tag, which becomes an attribute for all the fields in the corresponding field declaration. An empty tag string is equivalent to an absent tag. The tags are made visible through a reflection interface and take part in type identity for structs but are otherwise ignored.
struct {
x, y float64 "" // an empty tag string is like an absent tag
name string "any string is permitted as a tag"
_ [4]byte "ceci n'est pas un champ de structure"
}
// A struct corresponding to a TimeStamp protocol buffer.
// The tag strings define the protocol buffer field numbers;
// they follow the convention outlined by the reflect package.
struct {
microsec uint64 `protobuf:"1"`
serverIP6 uint64 `protobuf:"2"`
}
A struct type T may not contain a field of type T,
or of a type containing T as a component, directly or indirectly,
if those containing types are only array or struct types.
// invalid struct types
type (
T1 struct{ T1 } // T1 contains a field of T1
T2 struct{ f [10]T2 } // T2 contains T2 as component of an array
T3 struct{ T4 } // T3 contains T3 as component of an array in struct T4
T4 struct{ f [10]T3 } // T4 contains T4 as component of struct T3 in an array
)
// valid struct types
type (
T5 struct{ f *T5 } // T5 contains T5 as component of a pointer
T6 struct{ f func() T6 } // T6 contains T6 as component of a function type
T7 struct{ f [10][]T7 } // T7 contains T7 as component of a slice in an array
)
A pointer type denotes the set of all pointers to variables of a given
type, called the base type of the pointer.
The value of an uninitialized pointer is nil.
PointerType = "*" BaseType . BaseType = Type .
*Point *[4]int
A function type denotes the set of all functions with the same parameter
and result types. The value of an uninitialized variable of function type
is nil.
FunctionType = "func" Signature .
Signature = Parameters [ Result ] .
Result = Parameters | Type .
Parameters = "(" [ ParameterList [ "," ] ] ")" .
ParameterList = ParameterDecl { "," ParameterDecl } .
ParameterDecl = [ IdentifierList ] [ "..." ] Type .
Within a list of parameters or results, the names (IdentifierList) must either all be present or all be absent. If present, each name stands for one item (parameter or result) of the specified type and all non-blank names in the signature must be unique. If absent, each type stands for one item of that type. Parameter and result lists are always parenthesized except that if there is exactly one unnamed result it may be written as an unparenthesized type.
The final incoming parameter in a function signature may have
a type prefixed with ....
A function with such a parameter is called variadic and
may be invoked with zero or more arguments for that parameter.
func()
func(x int) int
func(a, _ int, z float32) bool
func(a, b int, z float32) (bool)
func(prefix string, values ...int)
func(a, b int, z float64, opt ...interface{}) (success bool)
func(int, int, float64) (float64, *[]int)
func(n int) func(p *T)
An interface type defines a type set.
A variable of interface type can store a value of any type that is in the type
set of the interface. Such a type is said to
implement the interface.
The value of an uninitialized variable of interface type is nil.
InterfaceType = "interface" "{" { InterfaceElem ";" } "}" .
InterfaceElem = MethodElem | TypeElem .
MethodElem = MethodName Signature .
MethodName = identifier .
TypeElem = TypeTerm { "|" TypeTerm } .
TypeTerm = Type | UnderlyingType .
UnderlyingType = "~" Type .
An interface type is specified by a list of interface elements. An interface element is either a method or a type element, where a type element is a union of one or more type terms. A type term is either a single type or a single underlying type.
In its most basic form an interface specifies a (possibly empty) list of methods. The type set defined by such an interface is the set of types which implement all of those methods, and the corresponding method set consists exactly of the methods specified by the interface. Interfaces whose type sets can be defined entirely by a list of methods are called basic interfaces.
// A simple File interface.
interface {
Read([]byte) (int, error)
Write([]byte) (int, error)
Close() error
}
The name of each explicitly specified method must be unique and not blank.
interface {
String() string
String() string // illegal: String not unique
_(x int) // illegal: method must have non-blank name
}
More than one type may implement an interface.
For instance, if two types S1 and S2
have the method set
func (p T) Read(p []byte) (n int, err error) func (p T) Write(p []byte) (n int, err error) func (p T) Close() error
(where T stands for either S1 or S2)
then the File interface is implemented by both S1 and
S2, regardless of what other methods
S1 and S2 may have or share.
Every type that is a member of the type set of an interface implements that interface. Any given type may implement several distinct interfaces. For instance, all types implement the empty interface which stands for the set of all (non-interface) types:
interface{}
For convenience, the predeclared type any is an alias for the empty interface.
Similarly, consider this interface specification,
which appears within a type declaration
to define an interface called Locker:
type Locker interface {
Lock()
Unlock()
}
If S1 and S2 also implement
func (p T) Lock() { … }
func (p T) Unlock() { … }
they implement the Locker interface as well
as the File interface.
In a slightly more general form
an interface T may use a (possibly qualified) interface type
name E as an interface element. This is called
embedding interface E in T.
The type set of T is the intersection of the type sets
defined by T's explicitly declared methods and the type sets
of T’s embedded interfaces.
In other words, the type set of T is the set of all types that implement all the
explicitly declared methods of T and also all the methods of
E.
type Reader interface {
Read(p []byte) (n int, err error)
Close() error
}
type Writer interface {
Write(p []byte) (n int, err error)
Close() error
}
// ReadWriter's methods are Read, Write, and Close.
type ReadWriter interface {
Reader // includes methods of Reader in ReadWriter's method set
Writer // includes methods of Writer in ReadWriter's method set
}
When embedding interfaces, methods with the same names must have identical signatures.
type ReadCloser interface {
Reader // includes methods of Reader in ReadCloser's method set
Close() // illegal: signatures of Reader.Close and Close are different
}
In their most general form, an interface element may also be an arbitrary type term
T, or a term of the form ~T specifying the underlying type T,
or a union of terms t1|t2|…|tn.
Together with method specifications, these elements enable the precise
definition of an interface's type set as follows:
~T
is the set of all types whose underlying type is T.
t1|t2|…|tn
is the union of the type sets of the terms.
The quantification "the set of all non-interface types" refers not just to all (non-interface) types declared in the program at hand, but all possible types in all possible programs, and hence is infinite. Similarly, given the set of all non-interface types that implement a particular method, the intersection of the method sets of those types will contain exactly that method, even if all types in the program at hand always pair that method with another method.
By construction, an interface's type set never contains an interface type.
// An interface representing only the type int.
interface {
int
}
// An interface representing all types with underlying type int.
interface {
~int
}
// An interface representing all types with underlying type int that implement the String method.
interface {
~int
String() string
}
// An interface representing an empty type set: there is no type that is both an int and a string.
interface {
int
string
}
In a term of the form ~T, the underlying type of T
must be itself, and T cannot be an interface.
type MyInt int
interface {
~[]byte // the underlying type of []byte is itself
~MyInt // illegal: the underlying type of MyInt is not MyInt
~error // illegal: error is an interface
}
Union elements denote unions of type sets:
// The Float interface represents all floating-point types
// (including any named types whose underlying types are
// either float32 or float64).
type Float interface {
~float32 | ~float64
}
The type T in a term of the form T or ~T cannot
be a type parameter, and the type sets of all
non-interface terms must be pairwise disjoint (the pairwise intersection of the type sets must be empty).
Given a type parameter P:
interface {
P // illegal: P is a type parameter
int | ~P // illegal: P is a type parameter
~int | MyInt // illegal: the type sets for ~int and MyInt are not disjoint (~int includes MyInt)
float32 | Float // overlapping type sets but Float is an interface
}
Implementation restriction:
A union (with more than one term) cannot contain the
predeclared identifier comparable
or interfaces that specify methods, or embed comparable or interfaces
that specify methods.
Interfaces that are not basic may only be used as type constraints, or as elements of other interfaces used as constraints. They cannot be the types of values or variables, or components of other, non-interface types.
var x Float // illegal: Float is not a basic interface
var x interface{} = Float(nil) // illegal
type Floatish struct {
f Float // illegal
}
An interface type T may not embed a type element
that is, contains, or embeds T, directly or indirectly.
// illegal: Bad may not embed itself
type Bad interface {
Bad
}
// illegal: Bad1 may not embed itself using Bad2
type Bad1 interface {
Bad2
}
type Bad2 interface {
Bad1
}
// illegal: Bad3 may not embed a union containing Bad3
type Bad3 interface {
~int | ~string | Bad3
}
// illegal: Bad4 may not embed an array containing Bad4 as element type
type Bad4 interface {
[10]Bad4
}
A type T implements an interface I if
T is not an interface and is an element of the type set of I; or
T is an interface and the type set of T is a subset of the
type set of I.
A value of type T implements an interface if T
implements the interface.
A map is an unordered group of elements of one type, called the
element type, indexed by a set of unique keys of another type,
called the key type.
The value of an uninitialized map is nil.
MapType = "map" "[" KeyType "]" ElementType . KeyType = Type .
The comparison operators
== and != must be fully defined
for operands of the key type; thus the key type must not be a function, map, or
slice.
If the key type is an interface type, these
comparison operators must be defined for the dynamic key values;
failure will cause a run-time panic.
map[string]int
map[*T]struct{ x, y float64 }
map[string]interface{}
The number of map elements is called its length.
For a map m, it can be discovered using the
built-in function len
and may change during execution. Elements may be added during execution
using assignments and retrieved with
index expressions; they may be removed with the
delete and
clear built-in function.
A new, empty map value is made using the built-in
function make,
which takes the map type and an optional capacity hint as arguments:
make(map[string]int) make(map[string]int, 100)
The initial capacity does not bound its size:
maps grow to accommodate the number of items
stored in them, with the exception of nil maps.
A nil map is equivalent to an empty map except that no elements
may be added.
A channel provides a mechanism for
concurrently executing functions
to communicate by
sending and
receiving
values of a specified element type.
The value of an uninitialized channel is nil.
ChannelType = ( "chan" | "chan" "<-" | "<-" "chan" ) ElementType .
The optional <- operator specifies the channel direction,
send or receive. If a direction is given, the channel is directional,
otherwise it is bidirectional.
A channel may be constrained only to send or only to receive by
assignment or
explicit conversion.
chan T // can be used to send and receive values of type T chan<- float64 // can only be used to send float64s <-chan int // can only be used to receive ints
The <- operator associates with the leftmost chan
possible:
chan<- chan int // same as chan<- (chan int) chan<- <-chan int // same as chan<- (<-chan int) <-chan <-chan int // same as <-chan (<-chan int) chan (<-chan int)
A new, initialized channel
value can be made using the built-in function
make,
which takes the channel type and an optional capacity as arguments:
make(chan int, 100)
The capacity, in number of elements, sets the size of the buffer in the channel.
If the capacity is zero or absent, the channel is unbuffered and communication
succeeds only when both a sender and receiver are ready. Otherwise, the channel
is buffered and communication succeeds without blocking if the buffer
is not full (sends) or not empty (receives).
A nil channel is never ready for communication.
A channel may be closed with the built-in function
close.
The multi-valued assignment form of the
receive operator
reports whether a received value was sent before
the channel was closed.
A single channel may be used in
send statements,
receive operations,
and calls to the built-in functions
cap and
len
by any number of goroutines without further synchronization.
Channels act as first-in-first-out queues.
For example, if one goroutine sends values on a channel
and a second goroutine receives them, the values are
received in the order sent.
Each type T has an underlying type: If T
is one of the predeclared boolean, numeric, or string types, or a type literal,
the corresponding underlying type is T itself.
Otherwise, T's underlying type is the underlying type of the
type to which T refers in its declaration.
For a type parameter that is the underlying type of its
type constraint, which is always an interface.
type (
A1 = string
A2 = A1
)
type (
B1 string
B2 B1
B3 []B1
B4 B3
)
func f[P any](x P) { … }
The underlying type of string, A1, A2, B1,
and B2 is string.
The underlying type of []B1, B3, and B4 is []B1.
The underlying type of P is interface{}.
Each non-interface type T has a core type, which is the same as the
underlying type of T.
An interface T has a core type if one of the following
conditions is satisfied:
U which is the underlying type
of all types in the type set of T; or
T contains only channel types
with identical element type E, and all directional channels have the same
direction.
No other interfaces have a core type.
The core type of an interface is, depending on the condition that is satisfied, either:
U; or
chan E if T contains only bidirectional
channels, or the type chan<- E or <-chan E
depending on the direction of the directional channels present.
By definition, a core type is never a defined type, type parameter, or interface type.
Examples of interfaces with core types:
type Celsius float32
type Kelvin float32
interface{ int } // int
interface{ Celsius|Kelvin } // float32
interface{ ~chan int } // chan int
interface{ ~chan int|~chan<- int } // chan<- int
interface{ ~[]*data; String() string } // []*data
Examples of interfaces without core types:
interface{} // no single underlying type
interface{ Celsius|float64 } // no single underlying type
interface{ chan int | chan<- string } // channels have different element types
interface{ <-chan int | chan<- int } // directional channels have different directions
Some operations (slice expressions,
append and copy)
rely on a slightly more loose form of core types which accept byte slices and strings.
Specifically, if there are exactly two types, []byte and string,
which are the underlying types of all types in the type set of interface T,
the core type of T is called bytestring.
Examples of interfaces with bytestring core types:
interface{ int } // int (same as ordinary core type)
interface{ []byte | string } // bytestring
interface{ ~[]byte | myString } // bytestring
Note that bytestring is not a real type; it cannot be used to declare
variables or compose other types. It exists solely to describe the behavior of some
operations that read from a sequence of bytes, which may be a byte slice or a string.
Two types are either identical or different.
A named type is always different from any other type. Otherwise, two types are identical if their underlying type literals are structurally equivalent; that is, they have the same literal structure and corresponding components have identical types. In detail:
Given the declarations
type (
A0 = []string
A1 = A0
A2 = struct{ a, b int }
A3 = int
A4 = func(A3, float64) *A0
A5 = func(x int, _ float64) *[]string
B0 A0
B1 []string
B2 struct{ a, b int }
B3 struct{ a, c int }
B4 func(int, float64) *B0
B5 func(x int, y float64) *A1
C0 = B0
D0[P1, P2 any] struct{ x P1; y P2 }
E0 = D0[int, string]
)
these types are identical:
A0, A1, and []string
A2 and struct{ a, b int }
A3 and int
A4, func(int, float64) *[]string, and A5
B0 and C0
D0[int, string] and E0
[]int and []int
struct{ a, b *B5 } and struct{ a, b *B5 }
func(x int, y float64) *[]string, func(int, float64) (result *[]string), and A5
B0 and B1 are different because they are new types
created by distinct type definitions;
func(int, float64) *B0 and func(x int, y float64) *[]string
are different because B0 is different from []string;
and P1 and P2 are different because they are different
type parameters.
D0[int, string] and struct{ x int; y string } are
different because the former is an instantiated
defined type while the latter is a type literal
(but they are still assignable).
A value x of type V is assignable to a variable of type T
("x is assignable to T") if one of the following conditions applies:
V and T are identical.
V and T have identical
underlying types
but are not type parameters and at least one of V
or T is not a named type.
V and T are channel types with
identical element types, V is a bidirectional channel,
and at least one of V or T is not a named type.
T is an interface type, but not a type parameter, and
x implements T.
x is the predeclared identifier nil and T
is a pointer, function, slice, map, channel, or interface type,
but not a type parameter.
x is an untyped constant
representable
by a value of type T.
Additionally, if x's type V or T are type parameters, x
is assignable to a variable of type T if one of the following conditions applies:
x is the predeclared identifier nil, T is
a type parameter, and x is assignable to each type in
T's type set.
V is not a named type, T is
a type parameter, and x is assignable to each type in
T's type set.
V is a type parameter and T is not a named type,
and values of each type in V's type set are assignable
to T.
A constant x is representable
by a value of type T,
where T is not a type parameter,
if one of the following conditions applies:
x is in the set of values determined by T.
T is a floating-point type and x can be rounded to T's
precision without overflow. Rounding uses IEEE 754 round-to-even rules but with an IEEE
negative zero further simplified to an unsigned zero. Note that constant values never result
in an IEEE negative zero, NaN, or infinity.
T is a complex type, and x's
components real(x) and imag(x)
are representable by values of T's component type (float32 or
float64).
If T is a type parameter,
x is representable by a value of type T if x is representable
by a value of each type in T's type set.
x T x is representable by a value of T because 'a' byte 97 is in the set of byte values 97 rune rune is an alias for int32, and 97 is in the set of 32-bit integers "foo" string "foo" is in the set of string values 1024 int16 1024 is in the set of 16-bit integers 42.0 byte 42 is in the set of unsigned 8-bit integers 1e10 uint64 10000000000 is in the set of unsigned 64-bit integers 2.718281828459045 float32 2.718281828459045 rounds to 2.7182817 which is in the set of float32 values -1e-1000 float64 -1e-1000 rounds to IEEE -0.0 which is further simplified to 0.0 0i int 0 is an integer value (42 + 0i) float32 42.0 (with zero imaginary part) is in the set of float32 values
x T x is not representable by a value of T because 0 bool 0 is not in the set of boolean values 'a' string 'a' is a rune, it is not in the set of string values 1024 byte 1024 is not in the set of unsigned 8-bit integers -1 uint16 -1 is not in the set of unsigned 16-bit integers 1.1 int 1.1 is not an integer value 42i float32 (0 + 42i) is not in the set of float32 values 1e1000 float64 1e1000 overflows to IEEE +Inf after rounding
The method set of a type determines the methods that can be called on an operand of that type. Every type has a (possibly empty) method set associated with it:
T consists of all
methods declared with receiver type T.
T
(where T is neither a pointer nor an interface)
is the set of all methods declared with receiver *T or T.
Further rules apply to structs (and pointer to structs) containing embedded fields, as described in the section on struct types. Any other type has an empty method set.
In a method set, each method must have a unique non-blank method name.
A block is a possibly empty sequence of declarations and statements within matching brace brackets.
Block = "{" StatementList "}" .
StatementList = { Statement ";" } .
In addition to explicit blocks in the source code, there are implicit blocks:
Blocks nest and influence scoping.
A declaration binds a non-blank identifier to a constant, type, type parameter, variable, function, label, or package. Every identifier in a program must be declared. No identifier may be declared twice in the same block, and no identifier may be declared in both the file and package block.
The blank identifier may be used like any other identifier
in a declaration, but it does not introduce a binding and thus is not declared.
In the package block, the identifier init may only be used for
init function declarations,
and like the blank identifier it does not introduce a new binding.
Declaration = ConstDecl | TypeDecl | VarDecl . TopLevelDecl = Declaration | FunctionDecl | MethodDecl .
The scope of a declared identifier is the extent of source text in which the identifier denotes the specified constant, type, variable, function, label, or package.
Go is lexically scoped using blocks:
An identifier declared in a block may be redeclared in an inner block. While the identifier of the inner declaration is in scope, it denotes the entity declared by the inner declaration.
The package clause is not a declaration; the package name does not appear in any scope. Its purpose is to identify the files belonging to the same package and to specify the default package name for import declarations.
Labels are declared by labeled statements and are used in the "break", "continue", and "goto" statements. It is illegal to define a label that is never used. In contrast to other identifiers, labels are not block scoped and do not conflict with identifiers that are not labels. The scope of a label is the body of the function in which it is declared and excludes the body of any nested function.
The blank identifier is represented by the underscore character _.
It serves as an anonymous placeholder instead of a regular (non-blank)
identifier and has special meaning in declarations,
as an operand, and in assignment statements.
The following identifiers are implicitly declared in the universe block:
Types: any bool byte comparable complex64 complex128 error float32 float64 int int8 int16 int32 int64 rune string uint uint8 uint16 uint32 uint64 uintptr Constants: true false iota Zero value: nil Functions: append cap clear close complex copy delete imag len make max min new panic print println real recover
An identifier may be exported to permit access to it from another package. An identifier is exported if both:
All other identifiers are not exported.
Given a set of identifiers, an identifier is called unique if it is different from every other in the set. Two identifiers are different if they are spelled differently, or if they appear in different packages and are not exported. Otherwise, they are the same.
A constant declaration binds a list of identifiers (the names of the constants) to the values of a list of constant expressions. The number of identifiers must be equal to the number of expressions, and the nth identifier on the left is bound to the value of the nth expression on the right.
ConstDecl = "const" ( ConstSpec | "(" { ConstSpec ";" } ")" ) .
ConstSpec = IdentifierList [ [ Type ] "=" ExpressionList ] .
IdentifierList = identifier { "," identifier } .
ExpressionList = Expression { "," Expression } .
If the type is present, all constants take the type specified, and the expressions must be assignable to that type, which must not be a type parameter. If the type is omitted, the constants take the individual types of the corresponding expressions. If the expression values are untyped constants, the declared constants remain untyped and the constant identifiers denote the constant values. For instance, if the expression is a floating-point literal, the constant identifier denotes a floating-point constant, even if the literal's fractional part is zero.
const Pi float64 = 3.14159265358979323846 const zero = 0.0 // untyped floating-point constant const ( size int64 = 1024 eof = -1 // untyped integer constant ) const a, b, c = 3, 4, "foo" // a = 3, b = 4, c = "foo", untyped integer and string constants const u, v float32 = 0, 3 // u = 0.0, v = 3.0
Within a parenthesized const declaration list the
expression list may be omitted from any but the first ConstSpec.
Such an empty list is equivalent to the textual substitution of the
first preceding non-empty expression list and its type if any.
Omitting the list of expressions is therefore equivalent to
repeating the previous list. The number of identifiers must be equal
to the number of expressions in the previous list.
Together with the iota constant generator
this mechanism permits light-weight declaration of sequential values:
const ( Sunday = iota Monday Tuesday Wednesday Thursday Friday Partyday numberOfDays // this constant is not exported )
Within a constant declaration, the predeclared identifier
iota represents successive untyped integer
constants. Its value is the index of the respective ConstSpec
in that constant declaration, starting at zero.
It can be used to construct a set of related constants:
const ( c0 = iota // c0 == 0 c1 = iota // c1 == 1 c2 = iota // c2 == 2 ) const ( a = 1 << iota // a == 1 (iota == 0) b = 1 << iota // b == 2 (iota == 1) c = 3 // c == 3 (iota == 2, unused) d = 1 << iota // d == 8 (iota == 3) ) const ( u = iota * 42 // u == 0 (untyped integer constant) v float64 = iota * 42 // v == 42.0 (float64 constant) w = iota * 42 // w == 84 (untyped integer constant) ) const x = iota // x == 0 const y = iota // y == 0
By definition, multiple uses of iota in the same ConstSpec all have the same value:
const ( bit0, mask0 = 1 << iota, 1<<iota - 1 // bit0 == 1, mask0 == 0 (iota == 0) bit1, mask1 // bit1 == 2, mask1 == 1 (iota == 1) _, _ // (iota == 2, unused) bit3, mask3 // bit3 == 8, mask3 == 7 (iota == 3) )
This last example exploits the implicit repetition of the last non-empty expression list.
A type declaration binds an identifier, the type name, to a type. Type declarations come in two forms: alias declarations and type definitions.
TypeDecl = "type" ( TypeSpec | "(" { TypeSpec ";" } ")" ) .
TypeSpec = AliasDecl | TypeDef .
An alias declaration binds an identifier to the given type.
AliasDecl = identifier "=" Type .
Within the scope of the identifier, it serves as an alias for the type.
type ( nodeList = []*Node // nodeList and []*Node are identical types Polar = polar // Polar and polar denote identical types )
A type definition creates a new, distinct type with the same underlying type and operations as the given type and binds an identifier, the type name, to it.
TypeDef = identifier [ TypeParameters ] Type .
The new type is called a defined type. It is different from any other type, including the type it is created from.
type (
Point struct{ x, y float64 } // Point and struct{ x, y float64 } are different types
polar Point // polar and Point denote different types
)
type TreeNode struct {
left, right *TreeNode
value any
}
type Block interface {
BlockSize() int
Encrypt(src, dst []byte)
Decrypt(src, dst []byte)
}
A defined type may have methods associated with it. It does not inherit any methods bound to the given type, but the method set of an interface type or of elements of a composite type remains unchanged:
// A Mutex is a data type with two methods, Lock and Unlock.
type Mutex struct { /* Mutex fields */ }
func (m *Mutex) Lock() { /* Lock implementation */ }
func (m *Mutex) Unlock() { /* Unlock implementation */ }
// NewMutex has the same composition as Mutex but its method set is empty.
type NewMutex Mutex
// The method set of PtrMutex's underlying type *Mutex remains unchanged,
// but the method set of PtrMutex is empty.
type PtrMutex *Mutex
// The method set of *PrintableMutex contains the methods
// Lock and Unlock bound to its embedded field Mutex.
type PrintableMutex struct {
Mutex
}
// MyBlock is an interface type that has the same method set as Block.
type MyBlock Block
Type definitions may be used to define different boolean, numeric, or string types and associate methods with them:
type TimeZone int
const (
EST TimeZone = -(5 + iota)
CST
MST
PST
)
func (tz TimeZone) String() string {
return fmt.Sprintf("GMT%+dh", tz)
}
If the type definition specifies type parameters, the type name denotes a generic type. Generic types must be instantiated when they are used.
type List[T any] struct {
next *List[T]
value T
}
In a type definition the given type cannot be a type parameter.
type T[P any] P // illegal: P is a type parameter
func f[T any]() {
type L T // illegal: T is a type parameter declared by the enclosing function
}
A generic type may also have methods associated with it. In this case, the method receivers must declare the same number of type parameters as present in the generic type definition.
// The method Len returns the number of elements in the linked list l.
func (l *List[T]) Len() int { … }
A type parameter list declares the type parameters of a generic function or type declaration. The type parameter list looks like an ordinary function parameter list except that the type parameter names must all be present and the list is enclosed in square brackets rather than parentheses.
TypeParameters = "[" TypeParamList [ "," ] "]" .
TypeParamList = TypeParamDecl { "," TypeParamDecl } .
TypeParamDecl = IdentifierList TypeConstraint .
All non-blank names in the list must be unique. Each name declares a type parameter, which is a new and different named type that acts as a placeholder for an (as of yet) unknown type in the declaration. The type parameter is replaced with a type argument upon instantiation of the generic function or type.
[P any]
[S interface{ ~[]byte|string }]
[S ~[]E, E any]
[P Constraint[int]]
[_ any]
Just as each ordinary function parameter has a parameter type, each type parameter has a corresponding (meta-)type which is called its type constraint.
A parsing ambiguity arises when the type parameter list for a generic type
declares a single type parameter P with a constraint C
such that the text P C forms a valid expression:
type T[P *C] … type T[P (C)] … type T[P *C|Q] … …
In these rare cases, the type parameter list is indistinguishable from an expression and the type declaration is parsed as an array type declaration. To resolve the ambiguity, embed the constraint in an interface or use a trailing comma:
type T[P interface{*C}] …
type T[P *C,] …
Type parameters may also be declared by the receiver specification of a method declaration associated with a generic type.
Within a type parameter list of a generic type T, a type constraint
may not (directly, or indirectly through the type parameter list of another
generic type) refer to T.
type T1[P T1[P]] … // illegal: T1 refers to itself
type T2[P interface{ T2[int] }] … // illegal: T2 refers to itself
type T3[P interface{ m(T3[int])}] … // illegal: T3 refers to itself
type T4[P T5[P]] … // illegal: T4 refers to T5 and
type T5[P T4[P]] … // T5 refers to T4
type T6[P int] struct{ f *T6[P] } // ok: reference to T6 is not in type parameter list
A type constraint is an interface that defines the set of permissible type arguments for the respective type parameter and controls the operations supported by values of that type parameter.
TypeConstraint = TypeElem .
If the constraint is an interface literal of the form interface{E} where
E is an embedded type element (not a method), in a type parameter list
the enclosing interface{ … } may be omitted for convenience:
[T []P] // = [T interface{[]P}]
[T ~int] // = [T interface{~int}]
[T int|string] // = [T interface{int|string}]
type Constraint ~int // illegal: ~int is not in a type parameter list
The predeclared
interface type comparable
denotes the set of all non-interface types that are
strictly comparable.
Even though interfaces that are not type parameters are comparable,
they are not strictly comparable and therefore they do not implement comparable.
However, they satisfy comparable.
int // implements comparable (int is strictly comparable)
[]byte // does not implement comparable (slices cannot be compared)
interface{} // does not implement comparable (see above)
interface{ ~int | ~string } // type parameter only: implements comparable (int, string types are strictly comparable)
interface{ comparable } // type parameter only: implements comparable (comparable implements itself)
interface{ ~int | ~[]byte } // type parameter only: does not implement comparable (slices are not comparable)
interface{ ~struct{ any } } // type parameter only: does not implement comparable (field any is not strictly comparable)
The comparable interface and interfaces that (directly or indirectly) embed
comparable may only be used as type constraints. They cannot be the types of
values or variables, or components of other, non-interface types.
A type argument T satisfies a type constraint C
if T is an element of the type set defined by C; i.e.,
if T implements C.
As an exception, a strictly comparable
type constraint may also be satisfied by a comparable
(not necessarily strictly comparable) type argument.
More precisely:
A type T satisfies a constraint C if
T implements C; or
C can be written in the form interface{ comparable; E },
where E is a basic interface and
T is comparable and implements E.
type argument type constraint // constraint satisfaction
int interface{ ~int } // satisfied: int implements interface{ ~int }
string comparable // satisfied: string implements comparable (string is strictly comparable)
[]byte comparable // not satisfied: slices are not comparable
any interface{ comparable; int } // not satisfied: any does not implement interface{ int }
any comparable // satisfied: any is comparable and implements the basic interface any
struct{f any} comparable // satisfied: struct{f any} is comparable and implements the basic interface any
any interface{ comparable; m() } // not satisfied: any does not implement the basic interface interface{ m() }
interface{ m() } interface{ comparable; m() } // satisfied: interface{ m() } is comparable and implements the basic interface interface{ m() }
Because of the exception in the constraint satisfaction rule, comparing operands of type parameter type may panic at run-time (even though comparable type parameters are always strictly comparable).
A variable declaration creates one or more variables, binds corresponding identifiers to them, and gives each a type and an initial value.
VarDecl = "var" ( VarSpec | "(" { VarSpec ";" } ")" ) .
VarSpec = IdentifierList ( Type [ "=" ExpressionList ] | "=" ExpressionList ) .
var i int var U, V, W float64 var k = 0 var x, y float32 = -1, -2 var ( i int u, v, s = 2.0, 3.0, "bar" ) var re, im = complexSqrt(-1) var _, found = entries[name] // map lookup; only interested in "found"
If a list of expressions is given, the variables are initialized with the expressions following the rules for assignment statements. Otherwise, each variable is initialized to its zero value.
If a type is present, each variable is given that type.
Otherwise, each variable is given the type of the corresponding
initialization value in the assignment.
If that value is an untyped constant, it is first implicitly
converted to its default type;
if it is an untyped boolean value, it is first implicitly converted to type bool.
The predeclared value nil cannot be used to initialize a variable
with no explicit type.
var d = math.Sin(0.5) // d is float64 var i = 42 // i is int var t, ok = x.(T) // t is T, ok is bool var n = nil // illegal
Implementation restriction: A compiler may make it illegal to declare a variable inside a function body if the variable is never used.
A short variable declaration uses the syntax:
ShortVarDecl = IdentifierList ":=" ExpressionList .
It is shorthand for a regular variable declaration with initializer expressions but no types:
"var" IdentifierList "=" ExpressionList .
i, j := 0, 10
f := func() int { return 7 }
ch := make(chan int)
r, w, _ := os.Pipe() // os.Pipe() returns a connected pair of Files and an error, if any
_, y, _ := coord(p) // coord() returns three values; only interested in y coordinate
Unlike regular variable declarations, a short variable declaration may redeclare
variables provided they were originally declared earlier in the same block
(or the parameter lists if the block is the function body) with the same type,
and at least one of the non-blank variables is new.
As a consequence, redeclaration can only appear in a multi-variable short declaration.
Redeclaration does not introduce a new variable; it just assigns a new value to the original.
The non-blank variable names on the left side of :=
must be unique.
field1, offset := nextField(str, 0) field2, offset := nextField(str, offset) // redeclares offset x, y, x := 1, 2, 3 // illegal: x repeated on left side of :=
Short variable declarations may appear only inside functions. In some contexts such as the initializers for "if", "for", or "switch" statements, they can be used to declare local temporary variables.
A function declaration binds an identifier, the function name, to a function.
FunctionDecl = "func" FunctionName [ TypeParameters ] Signature [ FunctionBody ] . FunctionName = identifier . FunctionBody = Block .
If the function's signature declares result parameters, the function body's statement list must end in a terminating statement.
func IndexRune(s string, r rune) int {
for i, c := range s {
if c == r {
return i
}
}
// invalid: missing return statement
}
If the function declaration specifies type parameters, the function name denotes a generic function. A generic function must be instantiated before it can be called or used as a value.
func min[T ~int|~float64](x, y T) T {
if x < y {
return x
}
return y
}
A function declaration without type parameters may omit the body. Such a declaration provides the signature for a function implemented outside Go, such as an assembly routine.
func flushICache(begin, end uintptr) // implemented externally
A method is a function with a receiver. A method declaration binds an identifier, the method name, to a method, and associates the method with the receiver's base type.
MethodDecl = "func" Receiver MethodName Signature [ FunctionBody ] . Receiver = Parameters .
The receiver is specified via an extra parameter section preceding the method
name. That parameter section must declare a single non-variadic parameter, the receiver.
Its type must be a defined type T or a
pointer to a defined type T, possibly followed by a list of type parameter
names [P1, P2, …] enclosed in square brackets.
T is called the receiver base type. A receiver base type cannot be
a pointer or interface type and it must be defined in the same package as the method.
The method is said to be bound to its receiver base type and the method name
is visible only within selectors for type T
or *T.
A non-blank receiver identifier must be unique in the method signature. If the receiver's value is not referenced inside the body of the method, its identifier may be omitted in the declaration. The same applies in general to parameters of functions and methods.
For a base type, the non-blank names of methods bound to it must be unique. If the base type is a struct type, the non-blank method and field names must be distinct.
Given defined type Point the declarations
func (p *Point) Length() float64 {
return math.Sqrt(p.x * p.x + p.y * p.y)
}
func (p *Point) Scale(factor float64) {
p.x *= factor
p.y *= factor
}
bind the methods Length and Scale,
with receiver type *Point,
to the base type Point.
If the receiver base type is a generic type, the receiver specification must declare corresponding type parameters for the method to use. This makes the receiver type parameters available to the method. Syntactically, this type parameter declaration looks like an instantiation of the receiver base type: the type arguments must be identifiers denoting the type parameters being declared, one for each type parameter of the receiver base type. The type parameter names do not need to match their corresponding parameter names in the receiver base type definition, and all non-blank parameter names must be unique in the receiver parameter section and the method signature. The receiver type parameter constraints are implied by the receiver base type definition: corresponding type parameters have corresponding constraints.
type Pair[A, B any] struct {
a A
b B
}
func (p Pair[A, B]) Swap() Pair[B, A] { … } // receiver declares A, B
func (p Pair[First, _]) First() First { … } // receiver declares First, corresponds to A in Pair
An expression specifies the computation of a value by applying operators and functions to operands.
Operands denote the elementary values in an expression. An operand may be a literal, a (possibly qualified) non-blank identifier denoting a constant, variable, or function, or a parenthesized expression.
Operand = Literal | OperandName [ TypeArgs ] | "(" Expression ")" .
Literal = BasicLit | CompositeLit | FunctionLit .
BasicLit = int_lit | float_lit | imaginary_lit | rune_lit | string_lit .
OperandName = identifier | QualifiedIdent .
An operand name denoting a generic function may be followed by a list of type arguments; the resulting operand is an instantiated function.
The blank identifier may appear as an operand only on the left-hand side of an assignment statement.
Implementation restriction: A compiler need not report an error if an operand's type is a type parameter with an empty type set. Functions with such type parameters cannot be instantiated; any attempt will lead to an error at the instantiation site.
A qualified identifier is an identifier qualified with a package name prefix. Both the package name and the identifier must not be blank.
QualifiedIdent = PackageName "." identifier .
A qualified identifier accesses an identifier in a different package, which must be imported. The identifier must be exported and declared in the package block of that package.
math.Sin // denotes the Sin function in package math
Composite literals construct new composite values each time they are evaluated. They consist of the type of the literal followed by a brace-bound list of elements. Each element may optionally be preceded by a corresponding key.
CompositeLit = LiteralType LiteralValue .
LiteralType = StructType | ArrayType | "[" "..." "]" ElementType |
SliceType | MapType | TypeName [ TypeArgs ] .
LiteralValue = "{" [ ElementList [ "," ] ] "}" .
ElementList = KeyedElement { "," KeyedElement } .
KeyedElement = [ Key ":" ] Element .
Key = FieldName | Expression | LiteralValue .
FieldName = identifier .
Element = Expression | LiteralValue .
The LiteralType's core type T
must be a struct, array, slice, or map type
(the syntax enforces this constraint except when the type is given
as a TypeName).
The types of the elements and keys must be assignable
to the respective field, element, and key types of type T;
there is no additional conversion.
The key is interpreted as a field name for struct literals,
an index for array and slice literals, and a key for map literals.
For map literals, all elements must have a key. It is an error
to specify multiple elements with the same field name or
constant key value. For non-constant map keys, see the section on
evaluation order.
For struct literals the following rules apply:
Given the declarations
type Point3D struct { x, y, z float64 }
type Line struct { p, q Point3D }
one may write
origin := Point3D{} // zero value for Point3D
line := Line{origin, Point3D{y: -4, z: 12.3}} // zero value for line.q.x
For array and slice literals the following rules apply:
int; and if it is typed
it must be of integer type.
Taking the address of a composite literal generates a pointer to a unique variable initialized with the literal's value.
var pointer *Point3D = &Point3D{y: 1000}
Note that the zero value for a slice or map type is not the same as an initialized but empty value of the same type. Consequently, taking the address of an empty slice or map composite literal does not have the same effect as allocating a new slice or map value with new.
p1 := &[]int{} // p1 points to an initialized, empty slice with value []int{} and length 0
p2 := new([]int) // p2 points to an uninitialized slice with value nil and length 0
The length of an array literal is the length specified in the literal type.
If fewer elements than the length are provided in the literal, the missing
elements are set to the zero value for the array element type.
It is an error to provide elements with index values outside the index range
of the array. The notation ... specifies an array length equal
to the maximum element index plus one.
buffer := [10]string{} // len(buffer) == 10
intSet := [6]int{1, 2, 3, 5} // len(intSet) == 6
days := [...]string{"Sat", "Sun"} // len(days) == 2
A slice literal describes the entire underlying array literal. Thus the length and capacity of a slice literal are the maximum element index plus one. A slice literal has the form
[]T{x1, x2, … xn}
and is shorthand for a slice operation applied to an array:
tmp := [n]T{x1, x2, … xn}
tmp[0 : n]
Within a composite literal of array, slice, or map type T,
elements or map keys that are themselves composite literals may elide the respective
literal type if it is identical to the element or key type of T.
Similarly, elements or keys that are addresses of composite literals may elide
the &T when the element or key type is *T.
[...]Point{{1.5, -3.5}, {0, 0}} // same as [...]Point{Point{1.5, -3.5}, Point{0, 0}}
[][]int{{1, 2, 3}, {4, 5}} // same as [][]int{[]int{1, 2, 3}, []int{4, 5}}
[][]Point{{{0, 1}, {1, 2}}} // same as [][]Point{[]Point{Point{0, 1}, Point{1, 2}}}
map[string]Point{"orig": {0, 0}} // same as map[string]Point{"orig": Point{0, 0}}
map[Point]string{{0, 0}: "orig"} // same as map[Point]string{Point{0, 0}: "orig"}
type PPoint *Point
[2]*Point{{1.5, -3.5}, {}} // same as [2]*Point{&Point{1.5, -3.5}, &Point{}}
[2]PPoint{{1.5, -3.5}, {}} // same as [2]PPoint{PPoint(&Point{1.5, -3.5}), PPoint(&Point{})}
A parsing ambiguity arises when a composite literal using the TypeName form of the LiteralType appears as an operand between the keyword and the opening brace of the block of an "if", "for", or "switch" statement, and the composite literal is not enclosed in parentheses, square brackets, or curly braces. In this rare case, the opening brace of the literal is erroneously parsed as the one introducing the block of statements. To resolve the ambiguity, the composite literal must appear within parentheses.
if x == (T{a,b,c}[i]) { … }
if (x == T{a,b,c}[i]) { … }
Examples of valid array, slice, and map literals:
// list of prime numbers
primes := []int{2, 3, 5, 7, 9, 2147483647}
// vowels[ch] is true if ch is a vowel
vowels := [128]bool{'a': true, 'e': true, 'i': true, 'o': true, 'u': true, 'y': true}
// the array [10]float32{-1, 0, 0, 0, -0.1, -0.1, 0, 0, 0, -1}
filter := [10]float32{-1, 4: -0.1, -0.1, 9: -1}
// frequencies in Hz for equal-tempered scale (A4 = 440Hz)
noteFrequency := map[string]float32{
"C0": 16.35, "D0": 18.35, "E0": 20.60, "F0": 21.83,
"G0": 24.50, "A0": 27.50, "B0": 30.87,
}
A function literal represents an anonymous function. Function literals cannot declare type parameters.
FunctionLit = "func" Signature FunctionBody .
func(a, b int, z float64) bool { return a*b < int(z) }
A function literal can be assigned to a variable or invoked directly.
f := func(x, y int) int { return x + y }
func(ch chan int) { ch <- ACK }(replyChan)
Function literals are closures: they may refer to variables defined in a surrounding function. Those variables are then shared between the surrounding function and the function literal, and they survive as long as they are accessible.
Primary expressions are the operands for unary and binary expressions.
PrimaryExpr =
Operand |
Conversion |
MethodExpr |
PrimaryExpr Selector |
PrimaryExpr Index |
PrimaryExpr Slice |
PrimaryExpr TypeAssertion |
PrimaryExpr Arguments .
Selector = "." identifier .
Index = "[" Expression [ "," ] "]" .
Slice = "[" [ Expression ] ":" [ Expression ] "]" |
"[" [ Expression ] ":" Expression ":" Expression "]" .
TypeAssertion = "." "(" Type ")" .
Arguments = "(" [ ( ExpressionList | Type [ "," ExpressionList ] ) [ "..." ] [ "," ] ] ")" .
x
2
(s + ".txt")
f(3.1415, true)
Point{1, 2}
m["foo"]
s[i : j + 1]
obj.color
f.p[i].x()
For a primary expression x
that is not a package name, the
selector expression
x.f
denotes the field or method f of the value x
(or sometimes *x; see below).
The identifier f is called the (field or method) selector;
it must not be the blank identifier.
The type of the selector expression is the type of f.
If x is a package name, see the section on
qualified identifiers.
A selector f may denote a field or method f of
a type T, or it may refer
to a field or method f of a nested
embedded field of T.
The number of embedded fields traversed
to reach f is called its depth in T.
The depth of a field or method f
declared in T is zero.
The depth of a field or method f declared in
an embedded field A in T is the
depth of f in A plus one.
The following rules apply to selectors:
x of type T or *T
where T is not a pointer or interface type,
x.f denotes the field or method at the shallowest depth
in T where there is such an f.
If there is not exactly one f
with shallowest depth, the selector expression is illegal.
x of type I where I
is an interface type, x.f denotes the actual method with name
f of the dynamic value of x.
If there is no method with name f in the
method set of I, the selector
expression is illegal.
x is a defined
pointer type and (*x).f is a valid selector expression denoting a field
(but not a method), x.f is shorthand for (*x).f.
x.f is illegal.
x is of pointer type and has the value
nil and x.f denotes a struct field,
assigning to or evaluating x.f
causes a run-time panic.
x is of interface type and has the value
nil, calling or
evaluating the method x.f
causes a run-time panic.
For example, given the declarations:
type T0 struct {
x int
}
func (*T0) M0()
type T1 struct {
y int
}
func (T1) M1()
type T2 struct {
z int
T1
*T0
}
func (*T2) M2()
type Q *T2
var t T2 // with t.T0 != nil
var p *T2 // with p != nil and (*p).T0 != nil
var q Q = p
one may write:
t.z // t.z t.y // t.T1.y t.x // (*t.T0).x p.z // (*p).z p.y // (*p).T1.y p.x // (*(*p).T0).x q.x // (*(*q).T0).x (*q).x is a valid field selector p.M0() // ((*p).T0).M0() M0 expects *T0 receiver p.M1() // ((*p).T1).M1() M1 expects T1 receiver p.M2() // p.M2() M2 expects *T2 receiver t.M2() // (&t).M2() M2 expects *T2 receiver, see section on Calls
but the following is invalid:
q.M0() // (*q).M0 is valid but not a field selector
If M is in the method set of type T,
T.M is a function that is callable as a regular function
with the same arguments as M prefixed by an additional
argument that is the receiver of the method.
MethodExpr = ReceiverType "." MethodName . ReceiverType = Type .
Consider a struct type T with two methods,
Mv, whose receiver is of type T, and
Mp, whose receiver is of type *T.
type T struct {
a int
}
func (tv T) Mv(a int) int { return 0 } // value receiver
func (tp *T) Mp(f float32) float32 { return 1 } // pointer receiver
var t T
The expression
T.Mv
yields a function equivalent to Mv but
with an explicit receiver as its first argument; it has signature
func(tv T, a int) int
That function may be called normally with an explicit receiver, so these five invocations are equivalent:
t.Mv(7) T.Mv(t, 7) (T).Mv(t, 7) f1 := T.Mv; f1(t, 7) f2 := (T).Mv; f2(t, 7)
Similarly, the expression
(*T).Mp
yields a function value representing Mp with signature
func(tp *T, f float32) float32
For a method with a value receiver, one can derive a function with an explicit pointer receiver, so
(*T).Mv
yields a function value representing Mv with signature
func(tv *T, a int) int
Such a function indirects through the receiver to create a value to pass as the receiver to the underlying method; the method does not overwrite the value whose address is passed in the function call.
The final case, a value-receiver function for a pointer-receiver method, is illegal because pointer-receiver methods are not in the method set of the value type.
Function values derived from methods are called with function call syntax;
the receiver is provided as the first argument to the call.
That is, given f := T.Mv, f is invoked
as f(t, 7) not t.f(7).
To construct a function that binds the receiver, use a
function literal or
method value.
It is legal to derive a function value from a method of an interface type. The resulting function takes an explicit receiver of that interface type.
If the expression x has static type T and
M is in the method set of type T,
x.M is called a method value.
The method value x.M is a function value that is callable
with the same arguments as a method call of x.M.
The expression x is evaluated and saved during the evaluation of the
method value; the saved copy is then used as the receiver in any calls,
which may be executed later.
type S struct { *T }
type T int
func (t T) M() { print(t) }
t := new(T)
s := S{T: t}
f := t.M // receiver *t is evaluated and stored in f
g := s.M // receiver *(s.T) is evaluated and stored in g
*t = 42 // does not affect stored receivers in f and g
The type T may be an interface or non-interface type.
As in the discussion of method expressions above,
consider a struct type T with two methods,
Mv, whose receiver is of type T, and
Mp, whose receiver is of type *T.
type T struct {
a int
}
func (tv T) Mv(a int) int { return 0 } // value receiver
func (tp *T) Mp(f float32) float32 { return 1 } // pointer receiver
var t T
var pt *T
func makeT() T
The expression
t.Mv
yields a function value of type
func(int) int
These two invocations are equivalent:
t.Mv(7) f := t.Mv; f(7)
Similarly, the expression
pt.Mp
yields a function value of type
func(float32) float32
As with selectors, a reference to a non-interface method with a value receiver
using a pointer will automatically dereference that pointer: pt.Mv is equivalent to (*pt).Mv.
As with method calls, a reference to a non-interface method with a pointer receiver
using an addressable value will automatically take the address of that value: t.Mp is equivalent to (&t).Mp.
f := t.Mv; f(7) // like t.Mv(7) f := pt.Mp; f(7) // like pt.Mp(7) f := pt.Mv; f(7) // like (*pt).Mv(7) f := t.Mp; f(7) // like (&t).Mp(7) f := makeT().Mp // invalid: result of makeT() is not addressable
Although the examples above use non-interface types, it is also legal to create a method value from a value of interface type.
var i interface { M(int) } = myVal
f := i.M; f(7) // like i.M(7)
A primary expression of the form
a[x]
denotes the element of the array, pointer to array, slice, string or map a indexed by x.
The value x is called the index or map key, respectively.
The following rules apply:
If a is neither a map nor a type parameter:
x must be an untyped constant or its
core type must be an integerintintx is in range if 0 <= x < len(a),
otherwise it is out of range
For a of array type A:
x is out of range at run time,
a run-time panic occursa[x] is the array element at index x and the type of
a[x] is the element type of A
For a of pointer to array type:
a[x] is shorthand for (*a)[x]
For a of slice type S:
x is out of range at run time,
a run-time panic occursa[x] is the slice element at index x and the type of
a[x] is the element type of S
For a of string type:
a is also constantx is out of range at run time,
a run-time panic occursa[x] is the non-constant byte value at index x and the type of
a[x] is bytea[x] may not be assigned to
For a of map type M:
x's type must be
assignable
to the key type of Mx,
a[x] is the map element with key x
and the type of a[x] is the element type of Mnil or does not contain such an entry,
a[x] is the zero value
for the element type of M
For a of type parameter type P:
a[x] must be valid for values
of all types in P's type set.P's type set must be identical.
In this context, the element type of a string type is byte.P,
all types in that type set must be map types, and the respective key types
must be all identical.a[x] is the array, slice, or string element at index x,
or the map element with key x of the type argument
that P is instantiated with, and the type of a[x] is
the type of the (identical) element types.a[x] may not be assigned to if P's type set
includes string types.
Otherwise a[x] is illegal.
An index expression on a map a of type map[K]V
used in an assignment statement or initialization of the special form
v, ok = a[x] v, ok := a[x] var v, ok = a[x]
yields an additional untyped boolean value. The value of ok is
true if the key x is present in the map, and
false otherwise.
Assigning to an element of a nil map causes a
run-time panic.
Slice expressions construct a substring or slice from a string, array, pointer to array, or slice. There are two variants: a simple form that specifies a low and high bound, and a full form that also specifies a bound on the capacity.
The primary expression
a[low : high]
constructs a substring or slice. The core type of
a must be a string, array, pointer to array, slice, or a
bytestring.
The indices low and
high select which elements of operand a appear
in the result. The result has indices starting at 0 and length equal to
high - low.
After slicing the array a
a := [5]int{1, 2, 3, 4, 5}
s := a[1:4]
the slice s has type []int, length 3, capacity 4, and elements
s[0] == 2 s[1] == 3 s[2] == 4
For convenience, any of the indices may be omitted. A missing low
index defaults to zero; a missing high index defaults to the length of the
sliced operand:
a[2:] // same as a[2 : len(a)] a[:3] // same as a[0 : 3] a[:] // same as a[0 : len(a)]
If a is a pointer to an array, a[low : high] is shorthand for
(*a)[low : high].
For arrays or strings, the indices are in range if
0 <= low <= high <= len(a),
otherwise they are out of range.
For slices, the upper index bound is the slice capacity cap(a) rather than the length.
A constant index must be non-negative and
representable by a value of type
int; for arrays or constant strings, constant indices must also be in range.
If both indices are constant, they must satisfy low <= high.
If the indices are out of range at run time, a run-time panic occurs.
Except for untyped strings, if the sliced operand is a string or slice,
the result of the slice operation is a non-constant value of the same type as the operand.
For untyped string operands the result is a non-constant value of type string.
If the sliced operand is an array, it must be addressable
and the result of the slice operation is a slice with the same element type as the array.
If the sliced operand of a valid slice expression is a nil slice, the result
is a nil slice. Otherwise, if the result is a slice, it shares its underlying
array with the operand.
var a [10]int s1 := a[3:7] // underlying array of s1 is array a; &s1[2] == &a[5] s2 := s1[1:4] // underlying array of s2 is underlying array of s1 which is array a; &s2[1] == &a[5] s2[1] = 42 // s2[1] == s1[2] == a[5] == 42; they all refer to the same underlying array element var s []int s3 := s[:0] // s3 == nil
The primary expression
a[low : high : max]
constructs a slice of the same type, and with the same length and elements as the simple slice
expression a[low : high]. Additionally, it controls the resulting slice's capacity
by setting it to max - low. Only the first index may be omitted; it defaults to 0.
The core type of a must be an array, pointer to array,
or slice (but not a string).
After slicing the array a
a := [5]int{1, 2, 3, 4, 5}
t := a[1:3:5]
the slice t has type []int, length 2, capacity 4, and elements
t[0] == 2 t[1] == 3
As for simple slice expressions, if a is a pointer to an array,
a[low : high : max] is shorthand for (*a)[low : high : max].
If the sliced operand is an array, it must be addressable.
The indices are in range if 0 <= low <= high <= max <= cap(a),
otherwise they are out of range.
A constant index must be non-negative and
representable by a value of type
int; for arrays, constant indices must also be in range.
If multiple indices are constant, the constants that are present must be in range relative to each
other.
If the indices are out of range at run time, a run-time panic occurs.
For an expression x of interface type,
but not a type parameter, and a type T,
the primary expression
x.(T)
asserts that x is not nil
and that the value stored in x is of type T.
The notation x.(T) is called a type assertion.
More precisely, if T is not an interface type, x.(T) asserts
that the dynamic type of x is identical
to the type T.
In this case, T must implement the (interface) type of x;
otherwise the type assertion is invalid since it is not possible for x
to store a value of type T.
If T is an interface type, x.(T) asserts that the dynamic type
of x implements the interface T.
If the type assertion holds, the value of the expression is the value
stored in x and its type is T. If the type assertion is false,
a run-time panic occurs.
In other words, even though the dynamic type of x
is known only at run time, the type of x.(T) is
known to be T in a correct program.
var x interface{} = 7 // x has dynamic type int and value 7
i := x.(int) // i has type int and value 7
type I interface { m() }
func f(y I) {
s := y.(string) // illegal: string does not implement I (missing method m)
r := y.(io.Reader) // r has type io.Reader and the dynamic type of y must implement both I and io.Reader
…
}
A type assertion used in an assignment statement or initialization of the special form
v, ok = x.(T)
v, ok := x.(T)
var v, ok = x.(T)
var v, ok interface{} = x.(T) // dynamic types of v and ok are T and bool
yields an additional untyped boolean value. The value of ok is true
if the assertion holds. Otherwise it is false and the value of v is
the zero value for type T.
No run-time panic occurs in this case.
Given an expression f with a core type
F of function type,
f(a1, a2, … an)
calls f with arguments a1, a2, … an.
Except for one special case, arguments must be single-valued expressions
assignable to the parameter types of
F and are evaluated before the function is called.
The type of the expression is the result type
of F.
A method invocation is similar but the method itself
is specified as a selector upon a value of the receiver type for
the method.
math.Atan2(x, y) // function call var pt *Point pt.Scale(3.5) // method call with receiver pt
If f denotes a generic function, it must be
instantiated before it can be called
or used as a function value.
In a function call, the function value and arguments are evaluated in the usual order. After they are evaluated, the parameters of the call are passed by value to the function and the called function begins execution. The return parameters of the function are passed by value back to the caller when the function returns.
Calling a nil function value
causes a run-time panic.
As a special case, if the return values of a function or method
g are equal in number and individually
assignable to the parameters of another function or method
f, then the call f(g(parameters_of_g))
will invoke f after binding the return values of
g to the parameters of f in order. The call
of f must contain no parameters other than the call of g,
and g must have at least one return value.
If f has a final ... parameter, it is
assigned the return values of g that remain after
assignment of regular parameters.
func Split(s string, pos int) (string, string) {
return s[0:pos], s[pos:]
}
func Join(s, t string) string {
return s + t
}
if Join(Split(value, len(value)/2)) != value {
log.Panic("test fails")
}
A method call x.m() is valid if the method set
of (the type of) x contains m and the
argument list can be assigned to the parameter list of m.
If x is addressable and &x's method
set contains m, x.m() is shorthand
for (&x).m():
var p Point p.Scale(3.5)
There is no distinct method type and there are no method literals.
... parameters
If f is variadic with a final
parameter p of type ...T, then within f
the type of p is equivalent to type []T.
If f is invoked with no actual arguments for p,
the value passed to p is nil.
Otherwise, the value passed is a new slice
of type []T with a new underlying array whose successive elements
are the actual arguments, which all must be assignable
to T. The length and capacity of the slice is therefore
the number of arguments bound to p and may differ for each
call site.
Given the function and calls
func Greeting(prefix string, who ...string)
Greeting("nobody")
Greeting("hello:", "Joe", "Anna", "Eileen")
within Greeting, who will have the value
nil in the first call, and
[]string{"Joe", "Anna", "Eileen"} in the second.
If the final argument is assignable to a slice type []T and
is followed by ..., it is passed unchanged as the value
for a ...T parameter. In this case no new slice is created.
Given the slice s and call
s := []string{"James", "Jasmine"}
Greeting("goodbye:", s...)
within Greeting, who will have the same value as s
with the same underlying array.
A generic function or type is instantiated by substituting type arguments for the type parameters. Instantiation proceeds in two steps:
Instantiating a type results in a new non-generic named type; instantiating a function produces a new non-generic function.
type parameter list type arguments after substitution [P any] int int satisfies any [S ~[]E, E any] []int, int []int satisfies ~[]int, int satisfies any [P io.Writer] string illegal: string doesn't satisfy io.Writer [P comparable] any any satisfies (but does not implement) comparable
When using a generic function, type arguments may be provided explicitly, or they may be partially or completely inferred from the context in which the function is used. Provided that they can be inferred, type argument lists may be omitted entirely if the function is:
In all other cases, a (possibly partial) type argument list must be present. If a type argument list is absent or partial, all missing type arguments must be inferrable from the context in which the function is used.
// sum returns the sum (concatenation, for strings) of its arguments.
func sum[T ~int | ~float64 | ~string](x... T) T { … }
x := sum // illegal: the type of x is unknown
intSum := sum[int] // intSum has type func(x... int) int
a := intSum(2, 3) // a has value 5 of type int
b := sum[float64](2.0, 3) // b has value 5.0 of type float64
c := sum(b, -1) // c has value 4.0 of type float64
type sumFunc func(x... string) string
var f sumFunc = sum // same as var f sumFunc = sum[string]
f = sum // same as f = sum[string]
A partial type argument list cannot be empty; at least the first argument must be present. The list is a prefix of the full list of type arguments, leaving the remaining arguments to be inferred. Loosely speaking, type arguments may be omitted from "right to left".
func apply[S ~[]E, E any](s S, f func(E) E) S { … }
f0 := apply[] // illegal: type argument list cannot be empty
f1 := apply[[]int] // type argument for S explicitly provided, type argument for E inferred
f2 := apply[[]string, string] // both type arguments explicitly provided
var bytes []byte
r := apply(bytes, func(byte) byte { … }) // both type arguments inferred from the function arguments
For a generic type, all type arguments must always be provided explicitly.
A use of a generic function may omit some or all type arguments if they can be inferred from the context within which the function is used, including the constraints of the function's type parameters. Type inference succeeds if it can infer the missing type arguments and instantiation succeeds with the inferred type arguments. Otherwise, type inference fails and the program is invalid.
Type inference uses the type relationships between pairs of types for inference: For instance, a function argument must be assignable to its respective function parameter; this establishes a relationship between the type of the argument and the type of the parameter. If either of these two types contains type parameters, type inference looks for the type arguments to substitute the type parameters with such that the assignability relationship is satisfied. Similarly, type inference uses the fact that a type argument must satisfy the constraint of its respective type parameter.
Each such pair of matched types corresponds to a type equation containing one or multiple type parameters, from one or possibly multiple generic functions. Inferring the missing type arguments means solving the resulting set of type equations for the respective type parameters.
For example, given
// dedup returns a copy of the argument slice with any duplicate entries removed.
func dedup[S ~[]E, E comparable](S) S { … }
type Slice []int
var s Slice
s = dedup(s) // same as s = dedup[Slice, int](s)
the variable s of type Slice must be assignable to
the function parameter type S for the program to be valid.
To reduce complexity, type inference ignores the directionality of assignments,
so the type relationship between Slice and S can be
expressed via the (symmetric) type equation Slice ≡A S
(or S ≡A Slice for that matter),
where the A in ≡A
indicates that the LHS and RHS types must match per assignability rules
(see the section on type unification for
details).
Similarly, the type parameter S must satisfy its constraint
~[]E. This can be expressed as S ≡C ~[]E
where X ≡C Y stands for
"X satisfies constraint Y".
These observations lead to a set of two equations
Slice ≡A S (1) S ≡C ~[]E (2)
which now can be solved for the type parameters S and E.
From (1) a compiler can infer that the type argument for S is Slice.
Similarly, because the underlying type of Slice is []int
and []int must match []E of the constraint,
a compiler can infer that E must be int.
Thus, for these two equations, type inference infers
S ➞ Slice E ➞ int
Given a set of type equations, the type parameters to solve for are
the type parameters of the functions that need to be instantiated
and for which no explicit type arguments is provided.
These type parameters are called bound type parameters.
For instance, in the dedup example above, the type parameters
S and E are bound to dedup.
An argument to a generic function call may be a generic function itself.
The type parameters of that function are included in the set of bound
type parameters.
The types of function arguments may contain type parameters from other
functions (such as a generic function enclosing a function call).
Those type parameters may also appear in type equations but they are
not bound in that context.
Type equations are always solved for the bound type parameters only.
Type inference supports calls of generic functions and assignments of generic functions to (explicitly function-typed) variables. This includes passing generic functions as arguments to other (possibly also generic) functions, and returning generic functions as results. Type inference operates on a set of equations specific to each of these cases. The equations are as follows (type argument lists are omitted for clarity):
For a function call f(a0, a1, …) where
f or a function argument ai is
a generic function:
Each pair (ai, pi) of corresponding
function arguments and parameters where ai is not an
untyped constant yields an equation
typeof(pi) ≡A typeof(ai).
If ai is an untyped constant cj,
and typeof(pi) is a bound type parameter Pk,
the pair (cj, Pk) is collected separately from
the type equations.
For an assignment v = f of a generic function f to a
(non-generic) variable v of function type:
typeof(v) ≡A typeof(f).
For a return statement return …, f, … where f is a
generic function returned as a result to a (non-generic) result variable
r of function type:
typeof(r) ≡A typeof(f).
Additionally, each type parameter Pk and corresponding type constraint
Ck yields the type equation
Pk ≡C Ck.
Type inference gives precedence to type information obtained from typed operands before considering untyped constants. Therefore, inference proceeds in two phases:
The type equations are solved for the bound type parameters using type unification. If unification fails, type inference fails.
For each bound type parameter Pk for which no type argument
has been inferred yet and for which one or more pairs
(cj, Pk) with that same type parameter
were collected, determine the constant kind
of the constants cj in all those pairs the same way as for
constant expressions.
The type argument for Pk is the
default type for the determined constant kind.
If a constant kind cannot be determined due to conflicting constant kinds,
type inference fails.
If not all type arguments have been found after these two phases, type inference fails.
If the two phases are successful, type inference determined a type argument for each bound type parameter:
Pk ➞ Ak
A type argument Ak may be a composite type,
containing other bound type parameters Pk as element types
(or even be just another bound type parameter).
In a process of repeated simplification, the bound type parameters in each type
argument are substituted with the respective type arguments for those type
parameters until each type argument is free of bound type parameters.
If type arguments contain cyclic references to themselves through bound type parameters, simplification and thus type inference fails. Otherwise, type inference succeeds.
Type inference solves type equations through type unification.
Type unification recursively compares the LHS and RHS types of an
equation, where either or both types may be or contain bound type parameters,
and looks for type arguments for those type parameters such that the LHS
and RHS match (become identical or assignment-compatible, depending on
context).
To that effect, type inference maintains a map of bound type parameters
to inferred type arguments; this map is consulted and updated during type unification.
Initially, the bound type parameters are known but the map is empty.
During type unification, if a new type argument A is inferred,
the respective mapping P ➞ A from type parameter to argument
is added to the map.
Conversely, when comparing types, a known type argument
(a type argument for which a map entry already exists)
takes the place of its corresponding type parameter.
As type inference progresses, the map is populated more and more
until all equations have been considered, or until unification fails.
Type inference succeeds if no unification step fails and the map has
an entry for each type parameter.
For example, given the type equation with the bound type parameter
P
[10]struct{ elem P, list []P } ≡A [10]struct{ elem string; list []string }
type inference starts with an empty map.
Unification first compares the top-level structure of the LHS and RHS
types.
Both are arrays of the same length; they unify if the element types unify.
Both element types are structs; they unify if they have
the same number of fields with the same names and if the
field types unify.
The type argument for P is not known yet (there is no map entry),
so unifying P with string adds
the mapping P ➞ string to the map.
Unifying the types of the list field requires
unifying []P and []string and
thus P and string.
Since the type argument for P is known at this point
(there is a map entry for P), its type argument
string takes the place of P.
And since string is identical to string,
this unification step succeeds as well.
Unification of the LHS and RHS of the equation is now finished.
Type inference succeeds because there is only one type equation,
no unification step failed, and the map is fully populated.
Unification uses a combination of exact and loose unification depending on whether two types have to be identical, assignment-compatible, or only structurally equal. The respective type unification rules are spelled out in detail in the Appendix.
For an equation of the form X ≡A Y,
where X and Y are types involved
in an assignment (including parameter passing and return statements),
the top-level type structures may unify loosely but element types
must unify exactly, matching the rules for assignments.
For an equation of the form P ≡C C,
where P is a type parameter and C
its corresponding constraint, the unification rules are bit
more complicated:
C has a core type
core(C)
and P has a known type argument A,
core(C) and A must unify loosely.
If P does not have a known type argument
and C contains exactly one type term T
that is not an underlying (tilde) type, unification adds the
mapping P ➞ T to the map.
C does not have a core type
and P has a known type argument A,
A must have all methods of C, if any,
and corresponding method types must unify exactly.
When solving type equations from type constraints, solving one equation may infer additional type arguments, which in turn may enable solving other equations that depend on those type arguments. Type inference repeats type unification as long as new type arguments are inferred.
Operators combine operands into expressions.
Expression = UnaryExpr | Expression binary_op Expression . UnaryExpr = PrimaryExpr | unary_op UnaryExpr . binary_op = "||" | "&&" | rel_op | add_op | mul_op . rel_op = "==" | "!=" | "<" | "<=" | ">" | ">=" . add_op = "+" | "-" | "|" | "^" . mul_op = "*" | "/" | "%" | "<<" | ">>" | "&" | "&^" . unary_op = "+" | "-" | "!" | "^" | "*" | "&" | "<-" .
Comparisons are discussed elsewhere. For other binary operators, the operand types must be identical unless the operation involves shifts or untyped constants. For operations involving constants only, see the section on constant expressions.
Except for shift operations, if one operand is an untyped constant and the other operand is not, the constant is implicitly converted to the type of the other operand.
The right operand in a shift expression must have integer type
or be an untyped constant representable by a
value of type uint.
If the left operand of a non-constant shift expression is an untyped constant,
it is first implicitly converted to the type it would assume if the shift expression were
replaced by its left operand alone.
var a [1024]byte var s uint = 33 // The results of the following examples are given for 64-bit ints. var i = 1<<s // 1 has type int var j int32 = 1<<s // 1 has type int32; j == 0 var k = uint64(1<<s) // 1 has type uint64; k == 1<<33 var m int = 1.0<<s // 1.0 has type int; m == 1<<33 var n = 1.0<<s == j // 1.0 has type int32; n == true var o = 1<<s == 2<<s // 1 and 2 have type int; o == false var p = 1<<s == 1<<33 // 1 has type int; p == true var u = 1.0<<s // illegal: 1.0 has type float64, cannot shift var u1 = 1.0<<s != 0 // illegal: 1.0 has type float64, cannot shift var u2 = 1<<s != 1.0 // illegal: 1 has type float64, cannot shift var v1 float32 = 1<<s // illegal: 1 has type float32, cannot shift var v2 = string(1<<s) // illegal: 1 is converted to a string, cannot shift var w int64 = 1.0<<33 // 1.0<<33 is a constant shift expression; w == 1<<33 var x = a[1.0<<s] // panics: 1.0 has type int, but 1<<33 overflows array bounds var b = make([]byte, 1.0<<s) // 1.0 has type int; len(b) == 1<<33 // The results of the following examples are given for 32-bit ints, // which means the shifts will overflow. var mm int = 1.0<<s // 1.0 has type int; mm == 0 var oo = 1<<s == 2<<s // 1 and 2 have type int; oo == true var pp = 1<<s == 1<<33 // illegal: 1 has type int, but 1<<33 overflows int var xx = a[1.0<<s] // 1.0 has type int; xx == a[0] var bb = make([]byte, 1.0<<s) // 1.0 has type int; len(bb) == 0
Unary operators have the highest precedence.
As the ++ and -- operators form
statements, not expressions, they fall
outside the operator hierarchy.
As a consequence, statement *p++ is the same as (*p)++.
There are five precedence levels for binary operators.
Multiplication operators bind strongest, followed by addition
operators, comparison operators, && (logical AND),
and finally || (logical OR):
Precedence Operator
5 * / % << >> & &^
4 + - | ^
3 == != < <= > >=
2 &&
1 ||
Binary operators of the same precedence associate from left to right.
For instance, x / y * z is the same as (x / y) * z.
+x // x 42 + a - b // (42 + a) - b 23 + 3*x[i] // 23 + (3 * x[i]) x <= f() // x <= f() ^a >> b // (^a) >> b f() || g() // f() || g() x == y+1 && <-chanInt > 0 // (x == (y+1)) && ((<-chanInt) > 0)
Arithmetic operators apply to numeric values and yield a result of the same
type as the first operand. The four standard arithmetic operators (+,
-, *, /) apply to
integer, floating-point, and
complex types; + also applies to strings.
The bitwise logical and shift operators apply to integers only.
+ sum integers, floats, complex values, strings - difference integers, floats, complex values * product integers, floats, complex values / quotient integers, floats, complex values % remainder integers & bitwise AND integers | bitwise OR integers ^ bitwise XOR integers &^ bit clear (AND NOT) integers << left shift integer << integer >= 0 >> right shift integer >> integer >= 0
If the operand type is a type parameter, the operator must apply to each type in that type set. The operands are represented as values of the type argument that the type parameter is instantiated with, and the operation is computed with the precision of that type argument. For example, given the function:
func dotProduct[F ~float32|~float64](v1, v2 []F) F {
var s F
for i, x := range v1 {
y := v2[i]
s += x * y
}
return s
}
the product x * y and the addition s += x * y
are computed with float32 or float64 precision,
respectively, depending on the type argument for F.
For two integer values x and y, the integer quotient
q = x / y and remainder r = x % y satisfy the following
relationships:
x = q*y + r and |r| < |y|
with x / y truncated towards zero
("truncated division").
x y x / y x % y 5 3 1 2 -5 3 -1 -2 5 -3 -1 2 -5 -3 1 -2
The one exception to this rule is that if the dividend x is
the most negative value for the int type of x, the quotient
q = x / -1 is equal to x (and r = 0)
due to two's-complement integer overflow:
x, q
int8 -128
int16 -32768
int32 -2147483648
int64 -9223372036854775808
If the divisor is a constant, it must not be zero. If the divisor is zero at run time, a run-time panic occurs. If the dividend is non-negative and the divisor is a constant power of 2, the division may be replaced by a right shift, and computing the remainder may be replaced by a bitwise AND operation:
x x / 4 x % 4 x >> 2 x & 3 11 2 3 2 3 -11 -2 -3 -3 1
The shift operators shift the left operand by the shift count specified by the
right operand, which must be non-negative. If the shift count is negative at run time,
a run-time panic occurs.
The shift operators implement arithmetic shifts if the left operand is a signed
integer and logical shifts if it is an unsigned integer.
There is no upper limit on the shift count. Shifts behave
as if the left operand is shifted n times by 1 for a shift
count of n.
As a result, x << 1 is the same as x*2
and x >> 1 is the same as
x/2 but truncated towards negative infinity.
For integer operands, the unary operators
+, -, and ^ are defined as
follows:
+x is 0 + x
-x negation is 0 - x
^x bitwise complement is m ^ x with m = "all bits set to 1" for unsigned x
and m = -1 for signed x
For unsigned integer values, the operations +,
-, *, and << are
computed modulo 2n, where n is the bit width of
the unsigned integer's type.
Loosely speaking, these unsigned integer operations
discard high bits upon overflow, and programs may rely on "wrap around".
For signed integers, the operations +,
-, *, /, and << may legally
overflow and the resulting value exists and is deterministically defined
by the signed integer representation, the operation, and its operands.
Overflow does not cause a run-time panic.
A compiler may not optimize code under the assumption that overflow does
not occur. For instance, it may not assume that x < x + 1 is always true.
For floating-point and complex numbers,
+x is the same as x,
while -x is the negation of x.
The result of a floating-point or complex division by zero is not specified beyond the
IEEE-754 standard; whether a run-time panic
occurs is implementation-specific.
An implementation may combine multiple floating-point operations into a single fused operation, possibly across statements, and produce a result that differs from the value obtained by executing and rounding the instructions individually. An explicit floating-point type conversion rounds to the precision of the target type, preventing fusion that would discard that rounding.
For instance, some architectures provide a "fused multiply and add" (FMA) instruction
that computes x*y + z without rounding the intermediate result x*y.
These examples show when a Go implementation can use that instruction:
// FMA allowed for computing r, because x*y is not explicitly rounded: r = x*y + z r = z; r += x*y t = x*y; r = t + z *p = x*y; r = *p + z r = x*y + float64(z) // FMA disallowed for computing r, because it would omit rounding of x*y: r = float64(x*y) + z r = z; r += float64(x*y) t = float64(x*y); r = t + z
Strings can be concatenated using the + operator
or the += assignment operator:
s := "hi" + string(c) s += " and good bye"
String addition creates a new string by concatenating the operands.
Comparison operators compare two operands and yield an untyped boolean value.
== equal != not equal < less <= less or equal > greater >= greater or equal
In any comparison, the first operand must be assignable to the type of the second operand, or vice versa.
The equality operators == and != apply
to operands of comparable types.
The ordering operators <, <=, >, and >=
apply to operands of ordered types.
These terms and the result of the comparisons are defined as follows:
true or both false.
u and v are
equal if both real(u) == real(v) and
imag(u) == imag(v).
nil.
Pointers to distinct zero-size variables may or may not be equal.
make
or if both have value nil.
nil.
x of non-interface type X and
a value t of interface type T can be compared
if type X is comparable and
X implements T.
They are equal if t's dynamic type is identical to X
and t's dynamic value is equal to x.
A comparison of two interface values with identical dynamic types causes a run-time panic if that type is not comparable. This behavior applies not only to direct interface value comparisons but also when comparing arrays of interface values or structs with interface-valued fields.
Slice, map, and function types are not comparable.
However, as a special case, a slice, map, or function value may
be compared to the predeclared identifier nil.
Comparison of pointer, channel, and interface values to nil
is also allowed and follows from the general rules above.
const c = 3 < 4 // c is the untyped boolean constant true type MyBool bool var x, y int var ( // The result of a comparison is an untyped boolean. // The usual assignment rules apply. b3 = x == y // b3 has type bool b4 bool = x == y // b4 has type bool b5 MyBool = x == y // b5 has type MyBool )
A type is strictly comparable if it is comparable and not an interface type nor composed of interface types. Specifically:
Logical operators apply to boolean values and yield a result of the same type as the operands. The left operand is evaluated, and then the right if the condition requires it.
&& conditional AND p && q is "if p then q else false" || conditional OR p || q is "if p then true else q" ! NOT !p is "not p"
For an operand x of type T, the address operation
&x generates a pointer of type *T to x.
The operand must be addressable,
that is, either a variable, pointer indirection, or slice indexing
operation; or a field selector of an addressable struct operand;
or an array indexing operation of an addressable array.
As an exception to the addressability requirement, x may also be a
(possibly parenthesized)
composite literal.
If the evaluation of x would cause a run-time panic,
then the evaluation of &x does too.
For an operand x of pointer type *T, the pointer
indirection *x denotes the variable of type T pointed
to by x.
If x is nil, an attempt to evaluate *x
will cause a run-time panic.
&x
&a[f(2)]
&Point{2, 3}
*p
*pf(x)
var x *int = nil
*x // causes a run-time panic
&*x // causes a run-time panic
For an operand ch whose core type is a
channel,
the value of the receive operation <-ch is the value received
from the channel ch. The channel direction must permit receive operations,
and the type of the receive operation is the element type of the channel.
The expression blocks until a value is available.
Receiving from a nil channel blocks forever.
A receive operation on a closed channel can always proceed
immediately, yielding the element type's zero value
after any previously sent values have been received.
v1 := <-ch v2 = <-ch f(<-ch) <-strobe // wait until clock pulse and discard received value
A receive expression used in an assignment statement or initialization of the special form
x, ok = <-ch x, ok := <-ch var x, ok = <-ch var x, ok T = <-ch
yields an additional untyped boolean result reporting whether the
communication succeeded. The value of ok is true
if the value received was delivered by a successful send operation to the
channel, or false if it is a zero value generated because the
channel is closed and empty.
A conversion changes the type of an expression to the type specified by the conversion. A conversion may appear literally in the source, or it may be implied by the context in which an expression appears.
An explicit conversion is an expression of the form T(x)
where T is a type and x is an expression
that can be converted to type T.
Conversion = Type "(" Expression [ "," ] ")" .
If the type starts with the operator * or <-,
or if the type starts with the keyword func
and has no result list, it must be parenthesized when
necessary to avoid ambiguity:
*Point(p) // same as *(Point(p)) (*Point)(p) // p is converted to *Point <-chan int(c) // same as <-(chan int(c)) (<-chan int)(c) // c is converted to <-chan int func()(x) // function signature func() x (func())(x) // x is converted to func() (func() int)(x) // x is converted to func() int func() int(x) // x is converted to func() int (unambiguous)
A constant value x can be converted to
type T if x is representable
by a value of T.
As a special case, an integer constant x can be explicitly converted to a
string type using the
same rule
as for non-constant x.
Converting a constant to a type that is not a type parameter yields a typed constant.
uint(iota) // iota value of type uint
float32(2.718281828) // 2.718281828 of type float32
complex128(1) // 1.0 + 0.0i of type complex128
float32(0.49999999) // 0.5 of type float32
float64(-1e-1000) // 0.0 of type float64
string('x') // "x" of type string
string(0x266c) // "♬" of type string
myString("foo" + "bar") // "foobar" of type myString
string([]byte{'a'}) // not a constant: []byte{'a'} is not a constant
(*int)(nil) // not a constant: nil is not a constant, *int is not a boolean, numeric, or string type
int(1.2) // illegal: 1.2 cannot be represented as an int
string(65.0) // illegal: 65.0 is not an integer constant
Converting a constant to a type parameter yields a non-constant value of that type, with the value represented as a value of the type argument that the type parameter is instantiated with. For example, given the function:
func f[P ~float32|~float64]() {
… P(1.1) …
}
the conversion P(1.1) results in a non-constant value of type P
and the value 1.1 is represented as a float32 or a float64
depending on the type argument for f.
Accordingly, if f is instantiated with a float32 type,
the numeric value of the expression P(1.1) + 1.2 will be computed
with the same precision as the corresponding non-constant float32
addition.
A non-constant value x can be converted to type T
in any of these cases:
x is assignable
to T.
x's type and T are not
type parameters but have
identical underlying types.
x's type and T are pointer types
that are not named types,
and their pointer base types are not type parameters but
have identical underlying types.
x's type and T are both integer or floating
point types.
x's type and T are both complex types.
x is an integer or a slice of bytes or runes
and T is a string type.
x is a string and T is a slice of bytes or runes.
x is a slice, T is an array or a pointer to an array,
and the slice and array types have identical element types.
Additionally, if T or x's type V are type
parameters, x
can also be converted to type T if one of the following conditions applies:
V and T are type parameters and a value of each
type in V's type set can be converted to each type in T's
type set.
V is a type parameter and a value of each
type in V's type set can be converted to T.
T is a type parameter and x can be converted to each
type in T's type set.
Struct tags are ignored when comparing struct types for identity for the purpose of conversion:
type Person struct {
Name string
Address *struct {
Street string
City string
}
}
var data *struct {
Name string `json:"name"`
Address *struct {
Street string `json:"street"`
City string `json:"city"`
} `json:"address"`
}
var person = (*Person)(data) // ignoring tags, the underlying types are identical
Specific rules apply to (non-constant) conversions between numeric types or
to and from a string type.
These conversions may change the representation of x
and incur a run-time cost.
All other conversions only change the type but not the representation
of x.
There is no linguistic mechanism to convert between pointers and integers.
The package unsafe
implements this functionality under restricted circumstances.
For the conversion of non-constant numeric values, the following rules apply:
v := uint16(0x10F0), then uint32(int8(v)) == 0xFFFFFFF0.
The conversion always yields a valid value; there is no indication of overflow.
x of type float32
may be stored using additional precision beyond that of an IEEE-754 32-bit number,
but float32(x) represents the result of rounding x's value to
32-bit precision. Similarly, x + 0.1 may use more than 32 bits
of precision, but float32(x + 0.1) does not.
In all non-constant conversions involving floating-point or complex values, if the result type cannot represent the value the conversion succeeds but the result value is implementation-dependent.
string([]byte{'h', 'e', 'l', 'l', '\xc3', '\xb8'}) // "hellø"
string([]byte{}) // ""
string([]byte(nil)) // ""
type bytes []byte
string(bytes{'h', 'e', 'l', 'l', '\xc3', '\xb8'}) // "hellø"
type myByte byte
string([]myByte{'w', 'o', 'r', 'l', 'd', '!'}) // "world!"
myString([]myByte{'\xf0', '\x9f', '\x8c', '\x8d'}) // "🌍"
string([]rune{0x767d, 0x9d6c, 0x7fd4}) // "\u767d\u9d6c\u7fd4" == "白鵬翔"
string([]rune{}) // ""
string([]rune(nil)) // ""
type runes []rune
string(runes{0x767d, 0x9d6c, 0x7fd4}) // "\u767d\u9d6c\u7fd4" == "白鵬翔"
type myRune rune
string([]myRune{0x266b, 0x266c}) // "\u266b\u266c" == "♫♬"
myString([]myRune{0x1f30e}) // "\U0001f30e" == "🌎"
[]byte("hellø") // []byte{'h', 'e', 'l', 'l', '\xc3', '\xb8'}
[]byte("") // []byte{}
bytes("hellø") // []byte{'h', 'e', 'l', 'l', '\xc3', '\xb8'}
[]myByte("world!") // []myByte{'w', 'o', 'r', 'l', 'd', '!'}
[]myByte(myString("🌏")) // []myByte{'\xf0', '\x9f', '\x8c', '\x8f'}
[]rune(myString("白鵬翔")) // []rune{0x767d, 0x9d6c, 0x7fd4}
[]rune("") // []rune{}
runes("白鵬翔") // []rune{0x767d, 0x9d6c, 0x7fd4}
[]myRune("♫♬") // []myRune{0x266b, 0x266c}
[]myRune(myString("🌐")) // []myRune{0x1f310}
"\uFFFD".
string('a') // "a"
string(65) // "A"
string('\xf8') // "\u00f8" == "ø" == "\xc3\xb8"
string(-1) // "\ufffd" == "\xef\xbf\xbd"
type myString string
myString('\u65e5') // "\u65e5" == "日" == "\xe6\x97\xa5"
Note: This form of conversion may eventually be removed from the language.
The go vet tool flags certain
integer-to-string conversions as potential errors.
Library functions such as
utf8.AppendRune or
utf8.EncodeRune
should be used instead.
Converting a slice to an array yields an array containing the elements of the underlying array of the slice. Similarly, converting a slice to an array pointer yields a pointer to the underlying array of the slice. In both cases, if the length of the slice is less than the length of the array, a run-time panic occurs.
s := make([]byte, 2, 4) a0 := [0]byte(s) a1 := [1]byte(s[1:]) // a1[0] == s[1] a2 := [2]byte(s) // a2[0] == s[0] a4 := [4]byte(s) // panics: len([4]byte) > len(s) s0 := (*[0]byte)(s) // s0 != nil s1 := (*[1]byte)(s[1:]) // &s1[0] == &s[1] s2 := (*[2]byte)(s) // &s2[0] == &s[0] s4 := (*[4]byte)(s) // panics: len([4]byte) > len(s) var t []string t0 := [0]string(t) // ok for nil slice t t1 := (*[0]string)(t) // t1 == nil t2 := (*[1]string)(t) // panics: len([1]string) > len(t) u := make([]byte, 0) u0 := (*[0]byte)(u) // u0 != nil
Constant expressions may contain only constant operands and are evaluated at compile time.
Untyped boolean, numeric, and string constants may be used as operands wherever it is legal to use an operand of boolean, numeric, or string type, respectively.
A constant comparison always yields an untyped boolean constant. If the left operand of a constant shift expression is an untyped constant, the result is an integer constant; otherwise it is a constant of the same type as the left operand, which must be of integer type.
Any other operation on untyped constants results in an untyped constant of the same kind; that is, a boolean, integer, floating-point, complex, or string constant. If the untyped operands of a binary operation (other than a shift) are of different kinds, the result is of the operand's kind that appears later in this list: integer, rune, floating-point, complex. For example, an untyped integer constant divided by an untyped complex constant yields an untyped complex constant.
const a = 2 + 3.0 // a == 5.0 (untyped floating-point constant) const b = 15 / 4 // b == 3 (untyped integer constant) const c = 15 / 4.0 // c == 3.75 (untyped floating-point constant) const Θ float64 = 3/2 // Θ == 1.0 (type float64, 3/2 is integer division) const Π float64 = 3/2. // Π == 1.5 (type float64, 3/2. is float division) const d = 1 << 3.0 // d == 8 (untyped integer constant) const e = 1.0 << 3 // e == 8 (untyped integer constant) const f = int32(1) << 33 // illegal (constant 8589934592 overflows int32) const g = float64(2) >> 1 // illegal (float64(2) is a typed floating-point constant) const h = "foo" > "bar" // h == true (untyped boolean constant) const j = true // j == true (untyped boolean constant) const k = 'w' + 1 // k == 'x' (untyped rune constant) const l = "hi" // l == "hi" (untyped string constant) const m = string(k) // m == "x" (type string) const Σ = 1 - 0.707i // (untyped complex constant) const Δ = Σ + 2.0e-4 // (untyped complex constant) const Φ = iota*1i - 1/1i // (untyped complex constant)
Applying the built-in function complex to untyped
integer, rune, or floating-point constants yields
an untyped complex constant.
const ic = complex(0, c) // ic == 3.75i (untyped complex constant) const iΘ = complex(0, Θ) // iΘ == 1i (type complex128)
Constant expressions are always evaluated exactly; intermediate values and the constants themselves may require precision significantly larger than supported by any predeclared type in the language. The following are legal declarations:
const Huge = 1 << 100 // Huge == 1267650600228229401496703205376 (untyped integer constant) const Four int8 = Huge >> 98 // Four == 4 (type int8)
The divisor of a constant division or remainder operation must not be zero:
3.14 / 0.0 // illegal: division by zero
The values of typed constants must always be accurately representable by values of the constant type. The following constant expressions are illegal:
uint(-1) // -1 cannot be represented as a uint int(3.14) // 3.14 cannot be represented as an int int64(Huge) // 1267650600228229401496703205376 cannot be represented as an int64 Four * 300 // operand 300 cannot be represented as an int8 (type of Four) Four * 100 // product 400 cannot be represented as an int8 (type of Four)
The mask used by the unary bitwise complement operator ^ matches
the rule for non-constants: the mask is all 1s for unsigned constants
and -1 for signed and untyped constants.
^1 // untyped integer constant, equal to -2 uint8(^1) // illegal: same as uint8(-2), -2 cannot be represented as a uint8 ^uint8(1) // typed uint8 constant, same as 0xFF ^ uint8(1) = uint8(0xFE) int8(^1) // same as int8(-2) ^int8(1) // same as -1 ^ int8(1) = -2
Implementation restriction: A compiler may use rounding while computing untyped floating-point or complex constant expressions; see the implementation restriction in the section on constants. This rounding may cause a floating-point constant expression to be invalid in an integer context, even if it would be integral when calculated using infinite precision, and vice versa.
At package level, initialization dependencies determine the evaluation order of individual initialization expressions in variable declarations. Otherwise, when evaluating the operands of an expression, assignment, or return statement, all function calls, method calls, receive operations, and binary logical operations are evaluated in lexical left-to-right order.
For example, in the (function-local) assignment
y[f()], ok = g(z || h(), i()+x[j()], <-c), k()
the function calls and communication happen in the order
f(), h() (if z
evaluates to false), i(), j(),
<-c, g(), and k().
However, the order of those events compared to the evaluation
and indexing of x and the evaluation
of y and z is not specified,
except as required lexically. For instance, g
cannot be called before its arguments are evaluated.
a := 1
f := func() int { a++; return a }
x := []int{a, f()} // x may be [1, 2] or [2, 2]: evaluation order between a and f() is not specified
m := map[int]int{a: 1, a: 2} // m may be {2: 1} or {2: 2}: evaluation order between the two map assignments is not specified
n := map[int]int{a: f()} // n may be {2: 3} or {3: 3}: evaluation order between the key and the value is not specified
At package level, initialization dependencies override the left-to-right rule for individual initialization expressions, but not for operands within each expression:
var a, b, c = f() + v(), g(), sqr(u()) + v()
func f() int { return c }
func g() int { return a }
func sqr(x int) int { return x*x }
// functions u and v are independent of all other variables and functions
The function calls happen in the order
u(), sqr(), v(),
f(), v(), and g().
Floating-point operations within a single expression are evaluated according to
the associativity of the operators. Explicit parentheses affect the evaluation
by overriding the default associativity.
In the expression x + (y + z) the addition y + z
is performed before adding x.
Statements control execution.
Statement = Declaration | LabeledStmt | SimpleStmt | GoStmt | ReturnStmt | BreakStmt | ContinueStmt | GotoStmt | FallthroughStmt | Block | IfStmt | SwitchStmt | SelectStmt | ForStmt | DeferStmt . SimpleStmt = EmptyStmt | ExpressionStmt | SendStmt | IncDecStmt | Assignment | ShortVarDecl .
A terminating statement interrupts the regular flow of control in a block. The following statements are terminating:
panic.
All other statements are not terminating.
A statement list ends in a terminating statement if the list is not empty and its final non-empty statement is terminating.
The empty statement does nothing.
EmptyStmt = .
A labeled statement may be the target of a goto,
break or continue statement.
LabeledStmt = Label ":" Statement . Label = identifier .
Error: log.Panic("error encountered")
With the exception of specific built-in functions, function and method calls and receive operations can appear in statement context. Such statements may be parenthesized.
ExpressionStmt = Expression .
The following built-in functions are not permitted in statement context:
append cap complex imag len make new real unsafe.Add unsafe.Alignof unsafe.Offsetof unsafe.Sizeof unsafe.Slice unsafe.SliceData unsafe.String unsafe.StringData
h(x+y)
f.Close()
<-ch
(<-ch)
len("foo") // illegal if len is the built-in function
A send statement sends a value on a channel. The channel expression's core type must be a channel, the channel direction must permit send operations, and the type of the value to be sent must be assignable to the channel's element type.
SendStmt = Channel "<-" Expression . Channel = Expression .
Both the channel and the value expression are evaluated before communication
begins. Communication blocks until the send can proceed.
A send on an unbuffered channel can proceed if a receiver is ready.
A send on a buffered channel can proceed if there is room in the buffer.
A send on a closed channel proceeds by causing a run-time panic.
A send on a nil channel blocks forever.
ch <- 3 // send value 3 to channel ch
The "++" and "--" statements increment or decrement their operands
by the untyped constant 1.
As with an assignment, the operand must be addressable
or a map index expression.
IncDecStmt = Expression ( "++" | "--" ) .
The following assignment statements are semantically equivalent:
IncDec statement Assignment x++ x += 1 x-- x -= 1
An assignment replaces the current value stored in a variable with a new value specified by an expression. An assignment statement may assign a single value to a single variable, or multiple values to a matching number of variables.
Assignment = ExpressionList assign_op ExpressionList . assign_op = [ add_op | mul_op ] "=" .
Each left-hand side operand must be addressable,
a map index expression, or (for = assignments only) the
blank identifier.
Operands may be parenthesized.
x = 1 *p = f() a[i] = 23 (k) = <-ch // same as: k = <-ch
An assignment operation x op=
y where op is a binary arithmetic operator
is equivalent to x = x op
(y) but evaluates x
only once. The op= construct is a single token.
In assignment operations, both the left- and right-hand expression lists
must contain exactly one single-valued expression, and the left-hand
expression must not be the blank identifier.
a[i] <<= 2 i &^= 1<<n
A tuple assignment assigns the individual elements of a multi-valued
operation to a list of variables. There are two forms. In the
first, the right hand operand is a single multi-valued expression
such as a function call, a channel or
map operation, or a type assertion.
The number of operands on the left
hand side must match the number of values. For instance, if
f is a function returning two values,
x, y = f()
assigns the first value to x and the second to y.
In the second form, the number of operands on the left must equal the number
of expressions on the right, each of which must be single-valued, and the
nth expression on the right is assigned to the nth
operand on the left:
one, two, three = '一', '二', '三'
The blank identifier provides a way to ignore right-hand side values in an assignment:
_ = x // evaluate x but ignore it x, _ = f() // evaluate f() but ignore second result value
The assignment proceeds in two phases. First, the operands of index expressions and pointer indirections (including implicit pointer indirections in selectors) on the left and the expressions on the right are all evaluated in the usual order. Second, the assignments are carried out in left-to-right order.
a, b = b, a // exchange a and b
x := []int{1, 2, 3}
i := 0
i, x[i] = 1, 2 // set i = 1, x[0] = 2
i = 0
x[i], i = 2, 1 // set x[0] = 2, i = 1
x[0], x[0] = 1, 2 // set x[0] = 1, then x[0] = 2 (so x[0] == 2 at end)
x[1], x[3] = 4, 5 // set x[1] = 4, then panic setting x[3] = 5.
type Point struct { x, y int }
var p *Point
x[2], p.x = 6, 7 // set x[2] = 6, then panic setting p.x = 7
i = 2
x = []int{3, 5, 7}
for i, x[i] = range x { // set i, x[2] = 0, x[0]
break
}
// after this loop, i == 0 and x is []int{3, 5, 3}
In assignments, each value must be assignable to the type of the operand to which it is assigned, with the following special cases:
bool.
"If" statements specify the conditional execution of two branches according to the value of a boolean expression. If the expression evaluates to true, the "if" branch is executed, otherwise, if present, the "else" branch is executed.
IfStmt = "if" [ SimpleStmt ";" ] Expression Block [ "else" ( IfStmt | Block ) ] .
if x > max {
x = max
}
The expression may be preceded by a simple statement, which executes before the expression is evaluated.
if x := f(); x < y {
return x
} else if x > z {
return z
} else {
return y
}
"Switch" statements provide multi-way execution. An expression or type is compared to the "cases" inside the "switch" to determine which branch to execute.
SwitchStmt = ExprSwitchStmt | TypeSwitchStmt .
There are two forms: expression switches and type switches. In an expression switch, the cases contain expressions that are compared against the value of the switch expression. In a type switch, the cases contain types that are compared against the type of a specially annotated switch expression. The switch expression is evaluated exactly once in a switch statement.
In an expression switch,
the switch expression is evaluated and
the case expressions, which need not be constants,
are evaluated left-to-right and top-to-bottom; the first one that equals the
switch expression
triggers execution of the statements of the associated case;
the other cases are skipped.
If no case matches and there is a "default" case,
its statements are executed.
There can be at most one default case and it may appear anywhere in the
"switch" statement.
A missing switch expression is equivalent to the boolean value
true.
ExprSwitchStmt = "switch" [ SimpleStmt ";" ] [ Expression ] "{" { ExprCaseClause } "}" .
ExprCaseClause = ExprSwitchCase ":" StatementList .
ExprSwitchCase = "case" ExpressionList | "default" .
If the switch expression evaluates to an untyped constant, it is first implicitly
converted to its default type.
The predeclared untyped value nil cannot be used as a switch expression.
The switch expression type must be comparable.
If a case expression is untyped, it is first implicitly converted
to the type of the switch expression.
For each (possibly converted) case expression x and the value t
of the switch expression, x == t must be a valid comparison.
In other words, the switch expression is treated as if it were used to declare and
initialize a temporary variable t without explicit type; it is that
value of t against which each case expression x is tested
for equality.
In a case or default clause, the last non-empty statement may be a (possibly labeled) "fallthrough" statement to indicate that control should flow from the end of this clause to the first statement of the next clause. Otherwise control flows to the end of the "switch" statement. A "fallthrough" statement may appear as the last statement of all but the last clause of an expression switch.
The switch expression may be preceded by a simple statement, which executes before the expression is evaluated.
switch tag {
default: s3()
case 0, 1, 2, 3: s1()
case 4, 5, 6, 7: s2()
}
switch x := f(); { // missing switch expression means "true"
case x < 0: return -x
default: return x
}
switch {
case x < y: f1()
case x < z: f2()
case x == 4: f3()
}
Implementation restriction: A compiler may disallow multiple case expressions evaluating to the same constant. For instance, the current compilers disallow duplicate integer, floating point, or string constants in case expressions.
A type switch compares types rather than values. It is otherwise similar
to an expression switch. It is marked by a special switch expression that
has the form of a type assertion
using the keyword type rather than an actual type:
switch x.(type) {
// cases
}
Cases then match actual types T against the dynamic type of the
expression x. As with type assertions, x must be of
interface type, but not a
type parameter, and each non-interface type
T listed in a case must implement the type of x.
The types listed in the cases of a type switch must all be
different.
TypeSwitchStmt = "switch" [ SimpleStmt ";" ] TypeSwitchGuard "{" { TypeCaseClause } "}" .
TypeSwitchGuard = [ identifier ":=" ] PrimaryExpr "." "(" "type" ")" .
TypeCaseClause = TypeSwitchCase ":" StatementList .
TypeSwitchCase = "case" TypeList | "default" .
The TypeSwitchGuard may include a short variable declaration. When that form is used, the variable is declared at the end of the TypeSwitchCase in the implicit block of each clause. In clauses with a case listing exactly one type, the variable has that type; otherwise, the variable has the type of the expression in the TypeSwitchGuard.
Instead of a type, a case may use the predeclared identifier
nil;
that case is selected when the expression in the TypeSwitchGuard
is a nil interface value.
There may be at most one nil case.
Given an expression x of type interface{},
the following type switch:
switch i := x.(type) {
case nil:
printString("x is nil") // type of i is type of x (interface{})
case int:
printInt(i) // type of i is int
case float64:
printFloat64(i) // type of i is float64
case func(int) float64:
printFunction(i) // type of i is func(int) float64
case bool, string:
printString("type is bool or string") // type of i is type of x (interface{})
default:
printString("don't know the type") // type of i is type of x (interface{})
}
could be rewritten:
v := x // x is evaluated exactly once
if v == nil {
i := v // type of i is type of x (interface{})
printString("x is nil")
} else if i, isInt := v.(int); isInt {
printInt(i) // type of i is int
} else if i, isFloat64 := v.(float64); isFloat64 {
printFloat64(i) // type of i is float64
} else if i, isFunc := v.(func(int) float64); isFunc {
printFunction(i) // type of i is func(int) float64
} else {
_, isBool := v.(bool)
_, isString := v.(string)
if isBool || isString {
i := v // type of i is type of x (interface{})
printString("type is bool or string")
} else {
i := v // type of i is type of x (interface{})
printString("don't know the type")
}
}
A type parameter or a generic type may be used as a type in a case. If upon instantiation that type turns out to duplicate another entry in the switch, the first matching case is chosen.
func f[P any](x any) int {
switch x.(type) {
case P:
return 0
case string:
return 1
case []P:
return 2
case []byte:
return 3
default:
return 4
}
}
var v1 = f[string]("foo") // v1 == 0
var v2 = f[byte]([]byte{}) // v2 == 2
The type switch guard may be preceded by a simple statement, which executes before the guard is evaluated.
The "fallthrough" statement is not permitted in a type switch.
A "for" statement specifies repeated execution of a block. There are three forms: The iteration may be controlled by a single condition, a "for" clause, or a "range" clause.
ForStmt = "for" [ Condition | ForClause | RangeClause ] Block . Condition = Expression .
In its simplest form, a "for" statement specifies the repeated execution of
a block as long as a boolean condition evaluates to true.
The condition is evaluated before each iteration.
If the condition is absent, it is equivalent to the boolean value
true.
for a < b {
a *= 2
}
for clauseA "for" statement with a ForClause is also controlled by its condition, but additionally it may specify an init and a post statement, such as an assignment, an increment or decrement statement. The init statement may be a short variable declaration, but the post statement must not. Variables declared by the init statement are re-used in each iteration.
ForClause = [ InitStmt ] ";" [ Condition ] ";" [ PostStmt ] . InitStmt = SimpleStmt . PostStmt = SimpleStmt .
for i := 0; i < 10; i++ {
f(i)
}
If non-empty, the init statement is executed once before evaluating the
condition for the first iteration;
the post statement is executed after each execution of the block (and
only if the block was executed).
Any element of the ForClause may be empty but the
semicolons are
required unless there is only a condition.
If the condition is absent, it is equivalent to the boolean value
true.
for cond { S() } is the same as for ; cond ; { S() }
for { S() } is the same as for true { S() }
range clauseA "for" statement with a "range" clause iterates through all entries of an array, slice, string or map, or values received on a channel. For each entry it assigns iteration values to corresponding iteration variables if present and then executes the block.
RangeClause = [ ExpressionList "=" | IdentifierList ":=" ] "range" Expression .
The expression on the right in the "range" clause is called the range expression, its core type must be an array, pointer to an array, slice, string, map, or channel permitting receive operations. As with an assignment, if present the operands on the left must be addressable or map index expressions; they denote the iteration variables. If the range expression is a channel, at most one iteration variable is permitted, otherwise there may be up to two. If the last iteration variable is the blank identifier, the range clause is equivalent to the same clause without that identifier.
The range expression x is evaluated once before beginning the loop,
with one exception: if at most one iteration variable is present and
len(x) is constant,
the range expression is not evaluated.
Function calls on the left are evaluated once per iteration. For each iteration, iteration values are produced as follows if the respective iteration variables are present:
Range expression 1st value 2nd value array or slice a [n]E, *[n]E, or []E index i int a[i] E string s string type index i int see below rune map m map[K]V key k K m[k] V channel c chan E, <-chan E element e E
a, the index iteration
values are produced in increasing order, starting at element index 0.
If at most one iteration variable is present, the range loop produces
iteration values from 0 up to len(a)-1 and does not index into the array
or slice itself. For a nil slice, the number of iterations is 0.
rune, will be the value of
the corresponding code point. If the iteration encounters an invalid
UTF-8 sequence, the second value will be 0xFFFD,
the Unicode replacement character, and the next iteration will advance
a single byte in the string.
nil, the number of iterations is 0.
nil, the range expression blocks forever.
The iteration values are assigned to the respective iteration variables as in an assignment statement.
The iteration variables may be declared by the "range" clause using a form of
short variable declaration
(:=).
In this case their types are set to the types of the respective iteration values
and their scope is the block of the "for"
statement; they are re-used in each iteration.
If the iteration variables are declared outside the "for" statement,
after execution their values will be those of the last iteration.
var testdata *struct {
a *[7]int
}
for i, _ := range testdata.a {
// testdata.a is never evaluated; len(testdata.a) is constant
// i ranges from 0 to 6
f(i)
}
var a [10]string
for i, s := range a {
// type of i is int
// type of s is string
// s == a[i]
g(i, s)
}
var key string
var val interface{} // element type of m is assignable to val
m := map[string]int{"mon":0, "tue":1, "wed":2, "thu":3, "fri":4, "sat":5, "sun":6}
for key, val = range m {
h(key, val)
}
// key == last map key encountered in iteration
// val == map[key]
var ch chan Work = producer()
for w := range ch {
doWork(w)
}
// empty a channel
for range ch {}
A "go" statement starts the execution of a function call as an independent concurrent thread of control, or goroutine, within the same address space.
GoStmt = "go" Expression .
The expression must be a function or method call; it cannot be parenthesized. Calls of built-in functions are restricted as for expression statements.
The function value and parameters are evaluated as usual in the calling goroutine, but unlike with a regular call, program execution does not wait for the invoked function to complete. Instead, the function begins executing independently in a new goroutine. When the function terminates, its goroutine also terminates. If the function has any return values, they are discarded when the function completes.
go Server()
go func(ch chan<- bool) { for { sleep(10); ch <- true }} (c)
A "select" statement chooses which of a set of possible send or receive operations will proceed. It looks similar to a "switch" statement but with the cases all referring to communication operations.
SelectStmt = "select" "{" { CommClause } "}" .
CommClause = CommCase ":" StatementList .
CommCase = "case" ( SendStmt | RecvStmt ) | "default" .
RecvStmt = [ ExpressionList "=" | IdentifierList ":=" ] RecvExpr .
RecvExpr = Expression .
A case with a RecvStmt may assign the result of a RecvExpr to one or two variables, which may be declared using a short variable declaration. The RecvExpr must be a (possibly parenthesized) receive operation. There can be at most one default case and it may appear anywhere in the list of cases.
Execution of a "select" statement proceeds in several steps:
Since communication on nil channels can never proceed,
a select with only nil channels and no default case blocks forever.
var a []int
var c, c1, c2, c3, c4 chan int
var i1, i2 int
select {
case i1 = <-c1:
print("received ", i1, " from c1\n")
case c2 <- i2:
print("sent ", i2, " to c2\n")
case i3, ok := (<-c3): // same as: i3, ok := <-c3
if ok {
print("received ", i3, " from c3\n")
} else {
print("c3 is closed\n")
}
case a[f()] = <-c4:
// same as:
// case t := <-c4
// a[f()] = t
default:
print("no communication\n")
}
for { // send random sequence of bits to c
select {
case c <- 0: // note: no statement, no fallthrough, no folding of cases
case c <- 1:
}
}
select {} // block forever
A "return" statement in a function F terminates the execution
of F, and optionally provides one or more result values.
Any functions deferred by F
are executed before F returns to its caller.
ReturnStmt = "return" [ ExpressionList ] .
In a function without a result type, a "return" statement must not specify any result values.
func noResult() {
return
}
There are three ways to return values from a function with a result type:
func simpleF() int {
return 2
}
func complexF1() (re float64, im float64) {
return -7.0, -4.0
}
func complexF2() (re float64, im float64) {
return complexF1()
}
func complexF3() (re float64, im float64) {
re = 7.0
im = 4.0
return
}
func (devnull) Write(p []byte) (n int, _ error) {
n = len(p)
return
}
Regardless of how they are declared, all the result values are initialized to the zero values for their type upon entry to the function. A "return" statement that specifies results sets the result parameters before any deferred functions are executed.
Implementation restriction: A compiler may disallow an empty expression list in a "return" statement if a different entity (constant, type, or variable) with the same name as a result parameter is in scope at the place of the return.
func f(n int) (res int, err error) {
if _, err := f(n-1); err != nil {
return // invalid return statement: err is shadowed
}
return
}
A "break" statement terminates execution of the innermost "for", "switch", or "select" statement within the same function.
BreakStmt = "break" [ Label ] .
If there is a label, it must be that of an enclosing "for", "switch", or "select" statement, and that is the one whose execution terminates.
OuterLoop:
for i = 0; i < n; i++ {
for j = 0; j < m; j++ {
switch a[i][j] {
case nil:
state = Error
break OuterLoop
case item:
state = Found
break OuterLoop
}
}
}
A "continue" statement begins the next iteration of the innermost enclosing "for" loop by advancing control to the end of the loop block. The "for" loop must be within the same function.
ContinueStmt = "continue" [ Label ] .
If there is a label, it must be that of an enclosing "for" statement, and that is the one whose execution advances.
RowLoop:
for y, row := range rows {
for x, data := range row {
if data == endOfRow {
continue RowLoop
}
row[x] = data + bias(x, y)
}
}
A "goto" statement transfers control to the statement with the corresponding label within the same function.
GotoStmt = "goto" Label .
goto Error
Executing the "goto" statement must not cause any variables to come into scope that were not already in scope at the point of the goto. For instance, this example:
goto L // BAD v := 3 L:
is erroneous because the jump to label L skips
the creation of v.
A "goto" statement outside a block cannot jump to a label inside that block. For instance, this example:
if n%2 == 1 {
goto L1
}
for n > 0 {
f()
n--
L1:
f()
n--
}
is erroneous because the label L1 is inside
the "for" statement's block but the goto is not.
A "fallthrough" statement transfers control to the first statement of the next case clause in an expression "switch" statement. It may be used only as the final non-empty statement in such a clause.
FallthroughStmt = "fallthrough" .
A "defer" statement invokes a function whose execution is deferred to the moment the surrounding function returns, either because the surrounding function executed a return statement, reached the end of its function body, or because the corresponding goroutine is panicking.
DeferStmt = "defer" Expression .
The expression must be a function or method call; it cannot be parenthesized. Calls of built-in functions are restricted as for expression statements.
Each time a "defer" statement
executes, the function value and parameters to the call are
evaluated as usual
and saved anew but the actual function is not invoked.
Instead, deferred functions are invoked immediately before
the surrounding function returns, in the reverse order
they were deferred. That is, if the surrounding function
returns through an explicit return statement,
deferred functions are executed after any result parameters are set
by that return statement but before the function returns to its caller.
If a deferred function value evaluates
to nil, execution panics
when the function is invoked, not when the "defer" statement is executed.
For instance, if the deferred function is a function literal and the surrounding function has named result parameters that are in scope within the literal, the deferred function may access and modify the result parameters before they are returned. If the deferred function has any return values, they are discarded when the function completes. (See also the section on handling panics.)
lock(l)
defer unlock(l) // unlocking happens before surrounding function returns
// prints 3 2 1 0 before surrounding function returns
for i := 0; i <= 3; i++ {
defer fmt.Print(i)
}
// f returns 42
func f() (result int) {
defer func() {
// result is accessed after it was set to 6 by the return statement
result *= 7
}()
return 6
}
Built-in functions are predeclared. They are called like any other function but some of them accept a type instead of an expression as the first argument.
The built-in functions do not have standard Go types, so they can only appear in call expressions; they cannot be used as function values.
The built-in functions append and copy assist in
common slice operations.
For both functions, the result is independent of whether the memory referenced
by the arguments overlaps.
The variadic function append
appends zero or more values x to a slice s
and returns the resulting slice of the same type as s.
The core type of s must be a slice
of type []E.
The values x are passed to a parameter of type ...E
and the respective parameter
passing rules apply.
As a special case, if the core type of s is []byte,
append also accepts a second argument with core type
bytestring followed by ....
This form appends the bytes of the byte slice or string.
append(s S, x ...E) S // core type of S is []E
If the capacity of s is not large enough to fit the additional
values, append allocates a new, sufficiently large underlying
array that fits both the existing slice elements and the additional values.
Otherwise, append re-uses the underlying array.
s0 := []int{0, 0}
s1 := append(s0, 2) // append a single element s1 is []int{0, 0, 2}
s2 := append(s1, 3, 5, 7) // append multiple elements s2 is []int{0, 0, 2, 3, 5, 7}
s3 := append(s2, s0...) // append a slice s3 is []int{0, 0, 2, 3, 5, 7, 0, 0}
s4 := append(s3[3:6], s3[2:]...) // append overlapping slice s4 is []int{3, 5, 7, 2, 3, 5, 7, 0, 0}
var t []interface{}
t = append(t, 42, 3.1415, "foo") // t is []interface{}{42, 3.1415, "foo"}
var b []byte
b = append(b, "bar"...) // append string contents b is []byte{'b', 'a', 'r' }
The function copy copies slice elements from
a source src to a destination dst and returns the
number of elements copied.
The core types of both arguments must be slices
with identical element type.
The number of elements copied is the minimum of
len(src) and len(dst).
As a special case, if the destination's core type is []byte,
copy also accepts a source argument with core type
bytestring.
This form copies the bytes from the byte slice or string into the byte slice.
copy(dst, src []T) int copy(dst []byte, src string) int
Examples:
var a = [...]int{0, 1, 2, 3, 4, 5, 6, 7}
var s = make([]int, 6)
var b = make([]byte, 5)
n1 := copy(s, a[0:]) // n1 == 6, s is []int{0, 1, 2, 3, 4, 5}
n2 := copy(s, s[2:]) // n2 == 4, s is []int{2, 3, 4, 5, 4, 5}
n3 := copy(b, "Hello, World!") // n3 == 5, b is []byte("Hello")
The built-in function clear takes an argument of map,
slice, or type parameter type,
and deletes or zeroes out all elements.
Call Argument type Result
clear(m) map[K]T deletes all entries, resulting in an
empty map (len(m) == 0)
clear(s) []T sets all elements up to the length of
s to the zero value of T
clear(t) type parameter see below
If the type of the argument to clear is a
type parameter,
all types in its type set must be maps or slices, and clear
performs the operation corresponding to the actual type argument.
If the map or slice is nil, clear is a no-op.
For an argument ch with a core type
that is a channel, the built-in function close
records that no more values will be sent on the channel.
It is an error if ch is a receive-only channel.
Sending to or closing a closed channel causes a run-time panic.
Closing the nil channel also causes a run-time panic.
After calling close, and after any previously
sent values have been received, receive operations will return
the zero value for the channel's type without blocking.
The multi-valued receive operation
returns a received value along with an indication of whether the channel is closed.
Three functions assemble and disassemble complex numbers.
The built-in function complex constructs a complex
value from a floating-point real and imaginary part, while
real and imag
extract the real and imaginary parts of a complex value.
complex(realPart, imaginaryPart floatT) complexT real(complexT) floatT imag(complexT) floatT
The type of the arguments and return value correspond.
For complex, the two arguments must be of the same
floating-point type and the return type is the
complex type
with the corresponding floating-point constituents:
complex64 for float32 arguments, and
complex128 for float64 arguments.
If one of the arguments evaluates to an untyped constant, it is first implicitly
converted to the type of the other argument.
If both arguments evaluate to untyped constants, they must be non-complex
numbers or their imaginary parts must be zero, and the return value of
the function is an untyped complex constant.
For real and imag, the argument must be
of complex type, and the return type is the corresponding floating-point
type: float32 for a complex64 argument, and
float64 for a complex128 argument.
If the argument evaluates to an untyped constant, it must be a number,
and the return value of the function is an untyped floating-point constant.
The real and imag functions together form the inverse of
complex, so for a value z of a complex type Z,
z == Z(complex(real(z), imag(z))).
If the operands of these functions are all constants, the return value is a constant.
var a = complex(2, -2) // complex128 const b = complex(1.0, -1.4) // untyped complex constant 1 - 1.4i x := float32(math.Cos(math.Pi/2)) // float32 var c64 = complex(5, -x) // complex64 var s int = complex(1, 0) // untyped complex constant 1 + 0i can be converted to int _ = complex(1, 2<<s) // illegal: 2 assumes floating-point type, cannot shift var rl = real(c64) // float32 var im = imag(a) // float64 const c = imag(b) // untyped constant -1.4 _ = imag(3 << s) // illegal: 3 assumes complex type, cannot shift
Arguments of type parameter type are not permitted.
The built-in function delete removes the element with key
k from a map m. The
value k must be assignable
to the key type of m.
delete(m, k) // remove element m[k] from map m
If the type of m is a type parameter,
all types in that type set must be maps, and they must all have identical key types.
If the map m is nil or the element m[k]
does not exist, delete is a no-op.
The built-in functions len and cap take arguments
of various types and return a result of type int.
The implementation guarantees that the result always fits into an int.
Call Argument type Result
len(s) string type string length in bytes
[n]T, *[n]T array length (== n)
[]T slice length
map[K]T map length (number of defined keys)
chan T number of elements queued in channel buffer
type parameter see below
cap(s) [n]T, *[n]T array length (== n)
[]T slice capacity
chan T channel buffer capacity
type parameter see below
If the argument type is a type parameter P,
the call len(e) (or cap(e) respectively) must be valid for
each type in P's type set.
The result is the length (or capacity, respectively) of the argument whose type
corresponds to the type argument with which P was
instantiated.
The capacity of a slice is the number of elements for which there is space allocated in the underlying array. At any time the following relationship holds:
0 <= len(s) <= cap(s)
The length of a nil slice, map or channel is 0.
The capacity of a nil slice or channel is 0.
The expression len(s) is constant if
s is a string constant. The expressions len(s) and
cap(s) are constants if the type of s is an array
or pointer to an array and the expression s does not contain
channel receives or (non-constant)
function calls; in this case s is not evaluated.
Otherwise, invocations of len and cap are not
constant and s is evaluated.
const (
c1 = imag(2i) // imag(2i) = 2.0 is a constant
c2 = len([10]float64{2}) // [10]float64{2} contains no function calls
c3 = len([10]float64{c1}) // [10]float64{c1} contains no function calls
c4 = len([10]float64{imag(2i)}) // imag(2i) is a constant and no function call is issued
c5 = len([10]float64{imag(z)}) // invalid: imag(z) is a (non-constant) function call
)
var z complex128
The built-in function make takes a type T,
optionally followed by a type-specific list of expressions.
The core type of T must
be a slice, map or channel.
It returns a value of type T (not *T).
The memory is initialized as described in the section on
initial values.
Call Core type Result make(T, n) slice slice of type T with length n and capacity n make(T, n, m) slice slice of type T with length n and capacity m make(T) map map of type T make(T, n) map map of type T with initial space for approximately n elements make(T) channel unbuffered channel of type T make(T, n) channel buffered channel of type T, buffer size n
Each of the size arguments n and m must be of integer type,
have a type set containing only integer types,
or be an untyped constant.
A constant size argument must be non-negative and representable
by a value of type int; if it is an untyped constant it is given type int.
If both n and m are provided and are constant, then
n must be no larger than m.
For slices and channels, if n is negative or larger than m at run time,
a run-time panic occurs.
s := make([]int, 10, 100) // slice with len(s) == 10, cap(s) == 100 s := make([]int, 1e3) // slice with len(s) == cap(s) == 1000 s := make([]int, 1<<63) // illegal: len(s) is not representable by a value of type int s := make([]int, 10, 0) // illegal: len(s) > cap(s) c := make(chan int, 10) // channel with a buffer size of 10 m := make(map[string]int, 100) // map with initial space for approximately 100 elements
Calling make with a map type and size hint n will
create a map with initial space to hold n map elements.
The precise behavior is implementation-dependent.
The built-in functions min and max compute the
smallest—or largest, respectively—value of a fixed number of
arguments of ordered types.
There must be at least one argument.
The same type rules as for operators apply:
for ordered arguments x and
y, min(x, y) is valid if x + y is valid,
and the type of min(x, y) is the type of x + y
(and similarly for max).
If all arguments are constant, the result is constant.
var x, y int
m := min(x) // m == x
m := min(x, y) // m is the smaller of x and y
m := max(x, y, 10) // m is the larger of x and y but at least 10
c := max(1, 2.0, 10) // c == 10.0 (floating-point kind)
f := max(0, float32(x)) // type of f is float32
var s []string
_ = min(s...) // invalid: slice arguments are not permitted
t := max("", "foo", "bar") // t == "foo" (string kind)
For numeric arguments, assuming all NaNs are equal, min and max are
commutative and associative:
min(x, y) == min(y, x) min(x, y, z) == min(min(x, y), z) == min(x, min(y, z))
For floating-point arguments negative zero, NaN, and infinity the following rules apply:
x y min(x, y) max(x, y) -0.0 0.0 -0.0 0.0 // negative zero is smaller than (non-negative) zero -Inf y -Inf y // negative infinity is smaller than any other number +Inf y y +Inf // positive infinity is larger than any other number NaN y NaN NaN // if any argument is a NaN, the result is a NaN
For string arguments the result for min is the first argument
with the smallest (or for max, largest) value,
compared lexically byte-wise:
min(x, y) == if x <= y then x else y min(x, y, z) == min(min(x, y), z)
The built-in function new takes a type T,
allocates storage for a variable of that type
at run time, and returns a value of type *T
pointing to it.
The variable is initialized as described in the section on
initial values.
new(T)
For instance
type S struct { a int; b float64 }
new(S)
allocates storage for a variable of type S,
initializes it (a=0, b=0.0),
and returns a value of type *S containing the address
of the location.
Two built-in functions, panic and recover,
assist in reporting and handling run-time panics
and program-defined error conditions.
func panic(interface{})
func recover() interface{}
While executing a function F,
an explicit call to panic or a run-time panic
terminates the execution of F.
Any functions deferred by F
are then executed as usual.
Next, any deferred functions run by F's caller are run,
and so on up to any deferred by the top-level function in the executing goroutine.
At that point, the program is terminated and the error
condition is reported, including the value of the argument to panic.
This termination sequence is called panicking.
panic(42)
panic("unreachable")
panic(Error("cannot parse"))
The recover function allows a program to manage behavior
of a panicking goroutine.
Suppose a function G defers a function D that calls
recover and a panic occurs in a function on the same goroutine in which G
is executing.
When the running of deferred functions reaches D,
the return value of D's call to recover will be the value passed to the call of panic.
If D returns normally, without starting a new
panic, the panicking sequence stops. In that case,
the state of functions called between G and the call to panic
is discarded, and normal execution resumes.
Any functions deferred by G before D are then run and G's
execution terminates by returning to its caller.
The return value of recover is nil when the
goroutine is not panicking or recover was not called directly by a deferred function.
Conversely, if a goroutine is panicking and recover was called directly by a deferred function,
the return value of recover is guaranteed not to be nil.
To ensure this, calling panic with a nil interface value (or an untyped nil)
causes a run-time panic.
The protect function in the example below invokes
the function argument g and protects callers from
run-time panics raised by g.
func protect(g func()) {
defer func() {
log.Println("done") // Println executes normally even if there is a panic
if x := recover(); x != nil {
log.Printf("run time panic: %v", x)
}
}()
log.Println("start")
g()
}
Current implementations provide several built-in functions useful during bootstrapping. These functions are documented for completeness but are not guaranteed to stay in the language. They do not return a result.
Function Behavior print prints all arguments; formatting of arguments is implementation-specific println like print but prints spaces between arguments and a newline at the end
Implementation restriction: print and println need not
accept arbitrary argument types, but printing of boolean, numeric, and string
types must be supported.
Go programs are constructed by linking together packages. A package in turn is constructed from one or more source files that together declare constants, types, variables and functions belonging to the package and which are accessible in all files of the same package. Those elements may be exported and used in another package.
Each source file consists of a package clause defining the package to which it belongs, followed by a possibly empty set of import declarations that declare packages whose contents it wishes to use, followed by a possibly empty set of declarations of functions, types, variables, and constants.
SourceFile = PackageClause ";" { ImportDecl ";" } { TopLevelDecl ";" } .
A package clause begins each source file and defines the package to which the file belongs.
PackageClause = "package" PackageName . PackageName = identifier .
The PackageName must not be the blank identifier.
package math
A set of files sharing the same PackageName form the implementation of a package. An implementation may require that all source files for a package inhabit the same directory.
An import declaration states that the source file containing the declaration depends on functionality of the imported package (§Program initialization and execution) and enables access to exported identifiers of that package. The import names an identifier (PackageName) to be used for access and an ImportPath that specifies the package to be imported.
ImportDecl = "import" ( ImportSpec | "(" { ImportSpec ";" } ")" ) .
ImportSpec = [ "." | PackageName ] ImportPath .
ImportPath = string_lit .
The PackageName is used in qualified identifiers
to access exported identifiers of the package within the importing source file.
It is declared in the file block.
If the PackageName is omitted, it defaults to the identifier specified in the
package clause of the imported package.
If an explicit period (.) appears instead of a name, all the
package's exported identifiers declared in that package's
package block will be declared in the importing source
file's file block and must be accessed without a qualifier.
The interpretation of the ImportPath is implementation-dependent but it is typically a substring of the full file name of the compiled package and may be relative to a repository of installed packages.
Implementation restriction: A compiler may restrict ImportPaths to
non-empty strings using only characters belonging to
Unicode's
L, M, N, P, and S general categories (the Graphic characters without
spaces) and may also exclude the characters
!"#$%&'()*,:;<=>?[\]^`{|}
and the Unicode replacement character U+FFFD.
Consider a compiled a package containing the package clause
package math, which exports function Sin, and
installed the compiled package in the file identified by
"lib/math".
This table illustrates how Sin is accessed in files
that import the package after the
various types of import declaration.
Import declaration Local name of Sin import "lib/math" math.Sin import m "lib/math" m.Sin import . "lib/math" Sin
An import declaration declares a dependency relation between the importing and imported package. It is illegal for a package to import itself, directly or indirectly, or to directly import a package without referring to any of its exported identifiers. To import a package solely for its side-effects (initialization), use the blank identifier as explicit package name:
import _ "lib/math"
Here is a complete Go package that implements a concurrent prime sieve.
package main
import "fmt"
// Send the sequence 2, 3, 4, … to channel 'ch'.
func generate(ch chan<- int) {
for i := 2; ; i++ {
ch <- i // Send 'i' to channel 'ch'.
}
}
// Copy the values from channel 'src' to channel 'dst',
// removing those divisible by 'prime'.
func filter(src <-chan int, dst chan<- int, prime int) {
for i := range src { // Loop over values received from 'src'.
if i%prime != 0 {
dst <- i // Send 'i' to channel 'dst'.
}
}
}
// The prime sieve: Daisy-chain filter processes together.
func sieve() {
ch := make(chan int) // Create a new channel.
go generate(ch) // Start generate() as a subprocess.
for {
prime := <-ch
fmt.Print(prime, "\n")
ch1 := make(chan int)
go filter(ch, ch1, prime)
ch = ch1
}
}
func main() {
sieve()
}
When storage is allocated for a variable,
either through a declaration or a call of new, or when
a new value is created, either through a composite literal or a call
of make,
and no explicit initialization is provided, the variable or value is
given a default value. Each element of such a variable or value is
set to the zero value for its type: false for booleans,
0 for numeric types, ""
for strings, and nil for pointers, functions, interfaces, slices, channels, and maps.
This initialization is done recursively, so for instance each element of an
array of structs will have its fields zeroed if no value is specified.
These two simple declarations are equivalent:
var i int var i int = 0
After
type T struct { i int; f float64; next *T }
t := new(T)
the following holds:
t.i == 0 t.f == 0.0 t.next == nil
The same would also be true after
var t T
Within a package, package-level variable initialization proceeds stepwise, with each step selecting the variable earliest in declaration order which has no dependencies on uninitialized variables.
More precisely, a package-level variable is considered ready for initialization if it is not yet initialized and either has no initialization expression or its initialization expression has no dependencies on uninitialized variables. Initialization proceeds by repeatedly initializing the next package-level variable that is earliest in declaration order and ready for initialization, until there are no variables ready for initialization.
If any variables are still uninitialized when this process ends, those variables are part of one or more initialization cycles, and the program is not valid.
Multiple variables on the left-hand side of a variable declaration initialized by single (multi-valued) expression on the right-hand side are initialized together: If any of the variables on the left-hand side is initialized, all those variables are initialized in the same step.
var x = a var a, b = f() // a and b are initialized together, before x is initialized
For the purpose of package initialization, blank variables are treated like any other variables in declarations.
The declaration order of variables declared in multiple files is determined by the order in which the files are presented to the compiler: Variables declared in the first file are declared before any of the variables declared in the second file, and so on. To ensure reproducible initialization behavior, build systems are encouraged to present multiple files belonging to the same package in lexical file name order to a compiler.
Dependency analysis does not rely on the actual values of the
variables, only on lexical references to them in the source,
analyzed transitively. For instance, if a variable x's
initialization expression refers to a function whose body refers to
variable y then x depends on y.
Specifically:
m is a
method value or
method expression of the form
t.m, where the (static) type of t is
not an interface type, and the method m is in the
method set of t.
It is immaterial whether the resulting function value
t.m is invoked.
x depends on a variable
y if x's initialization expression or body
(for functions and methods) contains a reference to y
or to a function or method that depends on y.
For example, given the declarations
var (
a = c + b // == 9
b = f() // == 4
c = f() // == 5
d = 3 // == 5 after initialization has finished
)
func f() int {
d++
return d
}
the initialization order is d, b, c, a.
Note that the order of subexpressions in initialization expressions is irrelevant:
a = c + b and a = b + c result in the same initialization
order in this example.
Dependency analysis is performed per package; only references referring to variables, functions, and (non-interface) methods declared in the current package are considered. If other, hidden, data dependencies exists between variables, the initialization order between those variables is unspecified.
For instance, given the declarations
var x = I(T{}).ab() // x has an undetected, hidden dependency on a and b
var _ = sideEffect() // unrelated to x, a, or b
var a = b
var b = 42
type I interface { ab() []int }
type T struct{}
func (T) ab() []int { return []int{a, b} }
the variable a will be initialized after b but
whether x is initialized before b, between
b and a, or after a, and
thus also the moment at which sideEffect() is called (before
or after x is initialized) is not specified.
Variables may also be initialized using functions named init
declared in the package block, with no arguments and no result parameters.
func init() { … }
Multiple such functions may be defined per package, even within a single
source file. In the package block, the init identifier can
be used only to declare init functions, yet the identifier
itself is not declared. Thus
init functions cannot be referred to from anywhere
in a program.
The entire package is initialized by assigning initial values
to all its package-level variables followed by calling
all init functions in the order they appear
in the source, possibly in multiple files, as presented
to the compiler.
The packages of a complete program are initialized stepwise, one package at a time. If a package has imports, the imported packages are initialized before initializing the package itself. If multiple packages import a package, the imported package will be initialized only once. The importing of packages, by construction, guarantees that there can be no cyclic initialization dependencies. More precisely:
Given the list of all packages, sorted by import path, in each step the first uninitialized package in the list for which all imported packages (if any) are already initialized is initialized. This step is repeated until all packages are initialized.
Package initialization—variable initialization and the invocation of
init functions—happens in a single goroutine,
sequentially, one package at a time.
An init function may launch other goroutines, which can run
concurrently with the initialization code. However, initialization
always sequences
the init functions: it will not invoke the next one
until the previous one has returned.
A complete program is created by linking a single, unimported package
called the main package with all the packages it imports, transitively.
The main package must
have package name main and
declare a function main that takes no
arguments and returns no value.
func main() { … }
Program execution begins by initializing the program
and then invoking the function main in package main.
When that function invocation returns, the program exits.
It does not wait for other (non-main) goroutines to complete.
The predeclared type error is defined as
type error interface {
Error() string
}
It is the conventional interface for representing an error condition, with the nil value representing no error. For instance, a function to read data from a file might be defined:
func Read(f *File, b []byte) (n int, err error)
Execution errors such as attempting to index an array out
of bounds trigger a run-time panic equivalent to a call of
the built-in function panic
with a value of the implementation-defined interface type runtime.Error.
That type satisfies the predeclared interface type
error.
The exact error values that
represent distinct run-time error conditions are unspecified.
package runtime
type Error interface {
error
// and perhaps other methods
}
unsafe
The built-in package unsafe, known to the compiler
and accessible through the import path "unsafe",
provides facilities for low-level programming including operations
that violate the type system. A package using unsafe
must be vetted manually for type safety and may not be portable.
The package provides the following interface:
package unsafe type ArbitraryType int // shorthand for an arbitrary Go type; it is not a real type type Pointer *ArbitraryType func Alignof(variable ArbitraryType) uintptr func Offsetof(selector ArbitraryType) uintptr func Sizeof(variable ArbitraryType) uintptr type IntegerType int // shorthand for an integer type; it is not a real type func Add(ptr Pointer, len IntegerType) Pointer func Slice(ptr *ArbitraryType, len IntegerType) []ArbitraryType func SliceData(slice []ArbitraryType) *ArbitraryType func String(ptr *byte, len IntegerType) string func StringData(str string) *byte
A Pointer is a pointer type but a Pointer
value may not be dereferenced.
Any pointer or value of underlying type uintptr can be
converted to a type of underlying type Pointer and vice versa.
The effect of converting between Pointer and uintptr is implementation-defined.
var f float64 bits = *(*uint64)(unsafe.Pointer(&f)) type ptr unsafe.Pointer bits = *(*uint64)(ptr(&f)) var p ptr = nil
The functions Alignof and Sizeof take an expression x
of any type and return the alignment or size, respectively, of a hypothetical variable v
as if v was declared via var v = x.
The function Offsetof takes a (possibly parenthesized) selector
s.f, denoting a field f of the struct denoted by s
or *s, and returns the field offset in bytes relative to the struct's address.
If f is an embedded field, it must be reachable
without pointer indirections through fields of the struct.
For a struct s with field f:
uintptr(unsafe.Pointer(&s)) + unsafe.Offsetof(s.f) == uintptr(unsafe.Pointer(&s.f))
Computer architectures may require memory addresses to be aligned;
that is, for addresses of a variable to be a multiple of a factor,
the variable's type's alignment. The function Alignof
takes an expression denoting a variable of any type and returns the
alignment of the (type of the) variable in bytes. For a variable
x:
uintptr(unsafe.Pointer(&x)) % unsafe.Alignof(x) == 0
A (variable of) type T has variable size if T
is a type parameter, or if it is an
array or struct type containing elements
or fields of variable size. Otherwise the size is constant.
Calls to Alignof, Offsetof, and Sizeof
are compile-time constant expressions of
type uintptr if their arguments (or the struct s in
the selector expression s.f for Offsetof) are types
of constant size.
The function Add adds len to ptr
and returns the updated pointer unsafe.Pointer(uintptr(ptr) + uintptr(len)).
The len argument must be of integer type or an untyped constant.
A constant len argument must be representable by a value of type int;
if it is an untyped constant it is given type int.
The rules for valid uses of Pointer still apply.
The function Slice returns a slice whose underlying array starts at ptr
and whose length and capacity are len.
Slice(ptr, len) is equivalent to
(*[len]ArbitraryType)(unsafe.Pointer(ptr))[:]
except that, as a special case, if ptr
is nil and len is zero,
Slice returns nil.
The len argument must be of integer type or an untyped constant.
A constant len argument must be non-negative and representable by a value of type int;
if it is an untyped constant it is given type int.
At run time, if len is negative,
or if ptr is nil and len is not zero,
a run-time panic occurs.
The function SliceData returns a pointer to the underlying array of the slice argument.
If the slice's capacity cap(slice) is not zero, that pointer is &slice[:1][0].
If slice is nil, the result is nil.
Otherwise it is a non-nil pointer to an unspecified memory address.
The function String returns a string value whose underlying bytes start at
ptr and whose length is len.
The same requirements apply to the ptr and len argument as in the function
Slice. If len is zero, the result is the empty string "".
Since Go strings are immutable, the bytes passed to String must not be modified afterwards.
The function StringData returns a pointer to the underlying bytes of the str argument.
For an empty string the return value is unspecified, and may be nil.
Since Go strings are immutable, the bytes returned by StringData must not be modified.
For the numeric types, the following sizes are guaranteed:
type size in bytes byte, uint8, int8 1 uint16, int16 2 uint32, int32, float32 4 uint64, int64, float64, complex64 8 complex128 16
The following minimal alignment properties are guaranteed:
x of any type: unsafe.Alignof(x) is at least 1.
x of struct type: unsafe.Alignof(x) is the largest of
all the values unsafe.Alignof(x.f) for each field f of x, but at least 1.
x of array type: unsafe.Alignof(x) is the same as
the alignment of a variable of the array's element type.
A struct or array type has size zero if it contains no fields (or elements, respectively) that have a size greater than zero. Two distinct zero-size variables may have the same address in memory.
The type unification rules describe if and how two types unify. The precise details are relevant for Go implementations, affect the specifics of error messages (such as whether a compiler reports a type inference or other error), and may explain why type inference fails in unusual code situations. But by and large these rules can be ignored when writing Go code: type inference is designed to mostly "work as expected", and the unification rules are fine-tuned accordingly.
Type unification is controlled by a matching mode, which may
be exact or loose.
As unification recursively descends a composite type structure,
the matching mode used for elements of the type, the element matching mode,
remains the same as the matching mode except when two types are unified for
assignability (≡A):
in this case, the matching mode is loose at the top level but
then changes to exact for element types, reflecting the fact
that types don't have to be identical to be assignable.
Two types that are not bound type parameters unify exactly if any of following conditions is true:
≡A
(loose unification at the top level and exact unification
for element types).
If both types are bound type parameters, they unify per the given matching modes if:
A single bound type parameter P and another type T unify
per the given matching modes if:
P doesn't have a known type argument.
In this case, T is inferred as the type argument for P.
P does have a known type argument A,
A and T unify per the given matching modes,
and one of the following conditions is true:
A and T are interface types:
In this case, if both A and T are
also defined types,
they must be identical.
Otherwise, if neither of them is a defined type, they must
have the same number of methods
(unification of A and T already
established that the methods match).
A nor T are interface types:
In this case, if T is a defined type, T
replaces A as the inferred type argument for P.
Finally, two types that are not bound type parameters unify loosely (and per the element matching mode) if: