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cmd/compile: simplify prove pass
We don't need noLimit checks in a bunch of places. Also simplify folding of provable constant results. At this point in the CL stack, compilebench reports no performance changes. The only thing of note is that binaries got a bit smaller. name old text-bytes new text-bytes delta HelloSize 960kB ± 0% 952kB ± 0% -0.83% (p=0.000 n=10+10) CmdGoSize 12.3MB ± 0% 12.1MB ± 0% -1.53% (p=0.000 n=10+10) Change-Id: Id4be75eec0f8c93f2f3b93a8521ce2278ee2ee2c Reviewed-on: https://go-review.googlesource.com/c/go/+/599197 Reviewed-by: David Chase <drchase@google.com> LUCI-TryBot-Result: Go LUCI <golang-scoped@luci-project-accounts.iam.gserviceaccount.com> Reviewed-by: Michael Knyszek <mknyszek@google.com>
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@ -975,13 +975,13 @@ func (ft *factsTable) update(parent *Block, v, w *Value, d domain, r relation) {
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//
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// Useful for i > 0; s[i-1].
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lim := ft.limits[x.ID]
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if lim != noLimit && ((d == signed && lim.min > opMin[v.Op]) || (d == unsigned && lim.umin > 0)) {
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if (d == signed && lim.min > opMin[v.Op]) || (d == unsigned && lim.umin > 0) {
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ft.update(parent, x, w, d, gt)
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}
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} else if x, delta := isConstDelta(w); x != nil && delta == 1 {
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// v >= x+1 && x < max ⇒ v > x
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lim := ft.limits[x.ID]
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if lim != noLimit && ((d == signed && lim.max < opMax[w.Op]) || (d == unsigned && lim.umax < opUMax[w.Op])) {
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if (d == signed && lim.max < opMax[w.Op]) || (d == unsigned && lim.umax < opUMax[w.Op]) {
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ft.update(parent, v, x, d, gt)
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}
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}
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@ -995,7 +995,8 @@ func (ft *factsTable) update(parent *Block, v, w *Value, d domain, r relation) {
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parent.Func.Warnl(parent.Pos, "x+d %s w; x:%v %v delta:%v w:%v d:%v", r, x, parent.String(), delta, w.AuxInt, d)
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}
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underflow := true
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if l := ft.limits[x.ID]; l != noLimit && delta < 0 {
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if delta < 0 {
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l := ft.limits[x.ID]
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if (x.Type.Size() == 8 && l.min >= math.MinInt64-delta) ||
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(x.Type.Size() == 4 && l.min >= math.MinInt32-delta) {
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underflow = false
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@ -1061,16 +1062,15 @@ func (ft *factsTable) update(parent *Block, v, w *Value, d domain, r relation) {
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if r == gt {
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min++
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}
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if l := ft.limits[x.ID]; l != noLimit {
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if l.max <= min {
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if r&eq == 0 || l.max < min {
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// x>min (x>=min) is impossible, so it must be x<=max
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ft.signedMax(x, max)
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}
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} else if l.min > max {
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// x<=max is impossible, so it must be x>min
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ft.signedMin(x, min)
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l := ft.limits[x.ID]
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if l.max <= min {
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if r&eq == 0 || l.max < min {
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// x>min (x>=min) is impossible, so it must be x<=max
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ft.signedMax(x, max)
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}
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} else if l.min > max {
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// x<=max is impossible, so it must be x>min
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ft.signedMin(x, min)
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}
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}
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}
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@ -1969,9 +1969,6 @@ func simplifyBlock(sdom SparseTree, ft *factsTable, b *Block) {
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// slicemask(x + y)
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// if x is larger than -y (y is negative), then slicemask is -1.
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lim := ft.limits[x.ID]
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if lim == noLimit {
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break
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}
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if lim.umin > uint64(-delta) {
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if v.Args[0].Op == OpAdd64 {
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v.reset(OpConst64)
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@ -1989,9 +1986,6 @@ func simplifyBlock(sdom SparseTree, ft *factsTable, b *Block) {
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// Capture that information here for use in arch-specific optimizations.
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x := v.Args[0]
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lim := ft.limits[x.ID]
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if lim == noLimit {
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break
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}
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if lim.umin > 0 || lim.min > 0 || lim.max < 0 {
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if b.Func.pass.debug > 0 {
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b.Func.Warnl(v.Pos, "Proved %v non-zero", v.Op)
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@ -2038,9 +2032,6 @@ func simplifyBlock(sdom SparseTree, ft *factsTable, b *Block) {
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// is strictly less than the number of bits in a.
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by := v.Args[1]
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lim := ft.limits[by.ID]
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if lim == noLimit {
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break
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}
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bits := 8 * v.Args[0].Type.Size()
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if lim.umax < uint64(bits) || (lim.max < bits && ft.isNonNegative(by)) {
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if by.isGenericIntConst() {
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@ -2070,8 +2061,7 @@ func simplifyBlock(sdom SparseTree, ft *factsTable, b *Block) {
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divrLim := ft.limits[divr.ID]
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divd := v.Args[0]
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divdLim := ft.limits[divd.ID]
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if (divrLim != noLimit && (divrLim.max < -1 || divrLim.min > -1)) ||
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(divdLim != noLimit && divdLim.min > mostNegativeDividend[v.Op]) {
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if divrLim.max < -1 || divrLim.min > -1 || divdLim.min > mostNegativeDividend[v.Op] {
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// See DivisionNeedsFixUp in rewrite.go.
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// v.AuxInt = 1 means we have proved both that the divisor is not -1
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// and that the dividend is not the most negative integer,
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@ -2085,51 +2075,46 @@ func simplifyBlock(sdom SparseTree, ft *factsTable, b *Block) {
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// Fold provable constant results.
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// Helps in cases where we reuse a value after branching on its equality.
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for i, arg := range v.Args {
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switch arg.Op {
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case OpConst64, OpConst32, OpConst16, OpConst8, OpConstBool, OpConstNil:
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continue
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}
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lim := ft.limits[arg.ID]
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if lim == noLimit {
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continue
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}
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var constValue int64
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typ := arg.Type
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bits := 8 * typ.Size()
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switch {
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case lim.min == lim.max:
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constValue = lim.min
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case lim.umin == lim.umax:
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// truncate then sign extand
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switch bits {
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case 64:
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constValue = int64(lim.umin)
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case 32:
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constValue = int64(int32(lim.umin))
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case 16:
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constValue = int64(int16(lim.umin))
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case 8:
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constValue = int64(int8(lim.umin))
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default:
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panic("unexpected integer size")
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}
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constValue = int64(lim.umin)
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default:
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continue
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}
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var c *Value
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switch arg.Op {
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case OpConst64, OpConst32, OpConst16, OpConst8, OpConstBool, OpConstNil:
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continue
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}
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typ := arg.Type
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f := b.Func
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switch bits {
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case 64:
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c = f.ConstInt64(typ, constValue)
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case 32:
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c = f.ConstInt32(typ, int32(constValue))
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case 16:
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c = f.ConstInt16(typ, int16(constValue))
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case 8:
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var c *Value
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switch {
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case typ.IsBoolean():
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c = f.ConstBool(typ, constValue != 0)
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case typ.IsInteger() && typ.Size() == 1:
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c = f.ConstInt8(typ, int8(constValue))
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case typ.IsInteger() && typ.Size() == 2:
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c = f.ConstInt16(typ, int16(constValue))
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case typ.IsInteger() && typ.Size() == 4:
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c = f.ConstInt32(typ, int32(constValue))
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case typ.IsInteger() && typ.Size() == 8:
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c = f.ConstInt64(typ, constValue)
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case typ.IsPtrShaped():
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if constValue == 0 {
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c = f.ConstNil(typ)
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} else {
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// Not sure how this might happen, but if it
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// does, just skip it.
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continue
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}
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default:
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panic("unexpected integer size")
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// Not sure how this might happen, but if it
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// does, just skip it.
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continue
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}
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v.SetArg(i, c)
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if b.Func.pass.debug > 1 {
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@ -217,53 +217,53 @@ func TestSetInvGeFp64(x float64, y float64) bool {
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}
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func TestLogicalCompareZero(x *[64]uint64) {
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// ppc64x:"ANDCC",^"AND"
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b := x[0]&3
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if b!=0 {
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b := x[0] & 3
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if b != 0 {
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x[0] = b
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}
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// ppc64x:"ANDCC",^"AND"
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b = x[1]&x[2]
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if b!=0 {
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b = x[1] & x[2]
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if b != 0 {
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x[1] = b
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}
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// ppc64x:"ANDNCC",^"ANDN"
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b = x[1]&^x[2]
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if b!=0 {
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b = x[1] &^ x[2]
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if b != 0 {
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x[1] = b
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}
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// ppc64x:"ORCC",^"OR"
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b = x[3]|x[4]
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if b!=0 {
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b = x[3] | x[4]
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if b != 0 {
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x[3] = b
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}
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// ppc64x:"SUBCC",^"SUB"
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b = x[5]-x[6]
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if b!=0 {
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b = x[5] - x[6]
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if b != 0 {
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x[5] = b
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}
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// ppc64x:"NORCC",^"NOR"
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b = ^(x[5]|x[6])
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if b!=0 {
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b = ^(x[5] | x[6])
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if b != 0 {
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x[5] = b
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}
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// ppc64x:"XORCC",^"XOR"
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b = x[7]^x[8]
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if b!=0 {
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b = x[7] ^ x[8]
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if b != 0 {
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x[7] = b
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}
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// ppc64x:"ADDCC",^"ADD"
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b = x[9]+x[10]
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if b!=0 {
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b = x[9] + x[10]
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if b != 0 {
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x[9] = b
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}
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// ppc64x:"NEGCC",^"NEG"
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b = -x[11]
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if b!=0 {
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if b != 0 {
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x[11] = b
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}
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// ppc64x:"CNTLZDCC",^"CNTLZD"
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b = uint64(bits.LeadingZeros64(x[12]))
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if b!=0 {
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if b != 0 {
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x[12] = b
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}
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@ -274,3 +274,10 @@ func TestLogicalCompareZero(x *[64]uint64) {
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}
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}
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func constantWrite(b bool, p *bool) {
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if b {
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// amd64:`MOVB\t[$]1, \(`
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*p = b
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}
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}
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@ -53,3 +53,13 @@ func combine4slice(p *[4][]byte, a, b, c, d []byte) {
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// arm64:-`.*runtime[.]gcWriteBarrier`
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p[3] = d
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}
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func trickyWriteNil(p *int, q **int) {
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if p == nil {
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// We change "= p" to "= 0" in the prove pass, which
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// means we have one less pointer that needs to go
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// into the write barrier buffer.
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// amd64:`.*runtime[.]gcWriteBarrier1`
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*q = p
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}
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}
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