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go/test/typeparam/dictionaryCapture.go
Dan Scales b4844c9f54 [dev.typeparams] cmd/compile: handle the (*T).M method expression with dictionaries
The (*T).M method expression is where M is a value method, but the type
(*T) is a pointer to the main type. In this case, after following any
embedded fields, we need to add an extra star operator when using the
receiver arg in the closure call.

Thanks to Cuong for finding/pointing out an example for this case
(typeparam/mdempsky/14.go) This example also shows that we now need the
ability to export/import OEFACE and OIDATA, which I added.

Change-Id: Ida0f81ce757fff78fec6276c60052ed71d207454
Reviewed-on: https://go-review.googlesource.com/c/go/+/333014
Run-TryBot: Dan Scales <danscales@google.com>
Reviewed-by: Keith Randall <khr@golang.org>
TryBot-Result: Go Bot <gobot@golang.org>
Trust: Dan Scales <danscales@google.com>
2021-07-07 17:31:57 +00:00

205 lines
3.3 KiB
Go

// run -gcflags=-G=3
// Copyright 2021 The Go Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.
// Test situations where functions/methods are not
// immediately called and we need to capture the dictionary
// required for later invocation.
package main
import (
"fmt"
)
func main() {
functions()
methodExpressions()
genMethodExpressions[int](7)
methodValues()
genMethodValues[int](7)
interfaceMethods()
globals()
recursive()
}
func g0[T any](x T) {
}
func g1[T any](x T) T {
return x
}
func g2[T any](x T) (T, T) {
return x, x
}
func functions() {
f0 := g0[int]
f0(7)
f1 := g1[int]
is7(f1(7))
f2 := g2[int]
is77(f2(7))
}
func is7(x int) {
if x != 7 {
println(x)
panic("assertion failed")
}
}
func is77(x, y int) {
if x != 7 || y != 7 {
println(x,y)
panic("assertion failed")
}
}
type s[T any] struct {
a T
}
func (x s[T]) g0() {
}
func (x s[T]) g1() T {
return x.a
}
func (x s[T]) g2() (T, T) {
return x.a, x.a
}
func methodExpressions() {
x := s[int]{a:7}
f0 := s[int].g0
f0(x)
f0p := (*s[int]).g0
f0p(&x)
f1 := s[int].g1
is7(f1(x))
f1p := (*s[int]).g1
is7(f1p(&x))
f2 := s[int].g2
is77(f2(x))
f2p := (*s[int]).g2
is77(f2p(&x))
}
func genMethodExpressions[T comparable](want T) {
x := s[T]{a: want}
f0 := s[T].g0
f0(x)
f0p := (*s[T]).g0
f0p(&x)
f1 := s[T].g1
if got := f1(x); got != want {
panic(fmt.Sprintf("f1(x) == %d, want %d", got, want))
}
f1p := (*s[T]).g1
if got := f1p(&x); got != want {
panic(fmt.Sprintf("f1p(&x) == %d, want %d", got, want))
}
f2 := s[T].g2
if got1, got2 := f2(x); got1 != want || got2 != want {
panic(fmt.Sprintf("f2(x) == %d, %d, want %d, %d", got1, got2, want, want))
}
}
func methodValues() {
x := s[int]{a:7}
f0 := x.g0
f0()
f1 := x.g1
is7(f1())
f2 := x.g2
is77(f2())
}
func genMethodValues[T comparable](want T) {
x := s[T]{a: want}
f0 := x.g0
f0()
f1 := x.g1
if got := f1(); got != want {
panic(fmt.Sprintf("f1() == %d, want %d", got, want))
}
f2 := x.g2
if got1, got2 := f2(); got1 != want || got2 != want {
panic(fmt.Sprintf("f2() == %d, %d, want %d, %d", got1, got2, want, want))
}
}
var x interface{
g0()
g1()int
g2()(int,int)
} = s[int]{a:7}
var y interface{} = s[int]{a:7}
func interfaceMethods() {
x.g0()
is7(x.g1())
is77(x.g2())
y.(interface{g0()}).g0()
is7(y.(interface{g1()int}).g1())
is77(y.(interface{g2()(int,int)}).g2())
}
// Also check for instantiations outside functions.
var gg0 = g0[int]
var gg1 = g1[int]
var gg2 = g2[int]
var hh0 = s[int].g0
var hh1 = s[int].g1
var hh2 = s[int].g2
var xtop = s[int]{a:7}
var ii0 = x.g0
var ii1 = x.g1
var ii2 = x.g2
func globals() {
gg0(7)
is7(gg1(7))
is77(gg2(7))
x := s[int]{a:7}
hh0(x)
is7(hh1(x))
is77(hh2(x))
ii0()
is7(ii1())
is77(ii2())
}
func recursive() {
if got, want := recur1[int](5), 110; got != want {
panic(fmt.Sprintf("recur1[int](5) = %d, want = %d", got, want))
}
}
type Integer interface {
int | int32 | int64
}
func recur1[T Integer](n T) T {
if n == 0 || n == 1 {
return T(1)
} else {
return n * recur2(n - 1)
}
}
func recur2[T Integer](n T) T {
list := make([]T, n)
for i, _ := range list {
list[i] = T(i+1)
}
var sum T
for _, elt := range list {
sum += elt
}
return sum + recur1(n-1)
}