mirror of
https://github.com/ceph/ceph-csi.git
synced 2024-12-19 11:30:24 +00:00
259 lines
6.2 KiB
Go
259 lines
6.2 KiB
Go
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package vrp
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import (
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"fmt"
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"go/token"
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"go/types"
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"honnef.co/go/tools/ssa"
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)
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type StringInterval struct {
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Length IntInterval
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}
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func (s StringInterval) Union(other Range) Range {
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i, ok := other.(StringInterval)
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if !ok {
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i = StringInterval{EmptyIntInterval}
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}
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if s.Length.Empty() || !s.Length.IsKnown() {
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return i
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}
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if i.Length.Empty() || !i.Length.IsKnown() {
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return s
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}
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return StringInterval{
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Length: s.Length.Union(i.Length).(IntInterval),
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}
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}
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func (s StringInterval) String() string {
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return s.Length.String()
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}
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func (s StringInterval) IsKnown() bool {
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return s.Length.IsKnown()
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}
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type StringSliceConstraint struct {
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aConstraint
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X ssa.Value
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Lower ssa.Value
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Upper ssa.Value
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}
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type StringIntersectionConstraint struct {
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aConstraint
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ranges Ranges
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A ssa.Value
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B ssa.Value
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Op token.Token
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I IntInterval
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resolved bool
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}
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type StringConcatConstraint struct {
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aConstraint
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A ssa.Value
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B ssa.Value
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}
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type StringLengthConstraint struct {
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aConstraint
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X ssa.Value
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}
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type StringIntervalConstraint struct {
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aConstraint
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I IntInterval
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}
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func NewStringSliceConstraint(x, lower, upper, y ssa.Value) Constraint {
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return &StringSliceConstraint{NewConstraint(y), x, lower, upper}
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}
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func NewStringIntersectionConstraint(a, b ssa.Value, op token.Token, ranges Ranges, y ssa.Value) Constraint {
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return &StringIntersectionConstraint{
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aConstraint: NewConstraint(y),
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ranges: ranges,
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A: a,
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B: b,
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Op: op,
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}
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}
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func NewStringConcatConstraint(a, b, y ssa.Value) Constraint {
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return &StringConcatConstraint{NewConstraint(y), a, b}
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}
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func NewStringLengthConstraint(x ssa.Value, y ssa.Value) Constraint {
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return &StringLengthConstraint{NewConstraint(y), x}
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}
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func NewStringIntervalConstraint(i IntInterval, y ssa.Value) Constraint {
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return &StringIntervalConstraint{NewConstraint(y), i}
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}
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func (c *StringSliceConstraint) Operands() []ssa.Value {
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vs := []ssa.Value{c.X}
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if c.Lower != nil {
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vs = append(vs, c.Lower)
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}
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if c.Upper != nil {
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vs = append(vs, c.Upper)
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}
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return vs
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}
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func (c *StringIntersectionConstraint) Operands() []ssa.Value { return []ssa.Value{c.A} }
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func (c StringConcatConstraint) Operands() []ssa.Value { return []ssa.Value{c.A, c.B} }
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func (c *StringLengthConstraint) Operands() []ssa.Value { return []ssa.Value{c.X} }
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func (s *StringIntervalConstraint) Operands() []ssa.Value { return nil }
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func (c *StringSliceConstraint) String() string {
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var lname, uname string
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if c.Lower != nil {
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lname = c.Lower.Name()
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}
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if c.Upper != nil {
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uname = c.Upper.Name()
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}
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return fmt.Sprintf("%s[%s:%s]", c.X.Name(), lname, uname)
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}
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func (c *StringIntersectionConstraint) String() string {
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return fmt.Sprintf("%s = %s %s %s (%t branch)", c.Y().Name(), c.A.Name(), c.Op, c.B.Name(), c.Y().(*ssa.Sigma).Branch)
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}
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func (c StringConcatConstraint) String() string {
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return fmt.Sprintf("%s = %s + %s", c.Y().Name(), c.A.Name(), c.B.Name())
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}
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func (c *StringLengthConstraint) String() string {
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return fmt.Sprintf("%s = len(%s)", c.Y().Name(), c.X.Name())
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}
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func (c *StringIntervalConstraint) String() string { return fmt.Sprintf("%s = %s", c.Y().Name(), c.I) }
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func (c *StringSliceConstraint) Eval(g *Graph) Range {
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lr := NewIntInterval(NewZ(0), NewZ(0))
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if c.Lower != nil {
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lr = g.Range(c.Lower).(IntInterval)
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}
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ur := g.Range(c.X).(StringInterval).Length
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if c.Upper != nil {
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ur = g.Range(c.Upper).(IntInterval)
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}
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if !lr.IsKnown() || !ur.IsKnown() {
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return StringInterval{}
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}
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ls := []Z{
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ur.Lower.Sub(lr.Lower),
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ur.Upper.Sub(lr.Lower),
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ur.Lower.Sub(lr.Upper),
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ur.Upper.Sub(lr.Upper),
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}
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// TODO(dh): if we don't truncate lengths to 0 we might be able to
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// easily detect slices with high < low. we'd need to treat -∞
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// specially, though.
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for i, l := range ls {
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if l.Sign() == -1 {
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ls[i] = NewZ(0)
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}
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}
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return StringInterval{
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Length: NewIntInterval(MinZ(ls...), MaxZ(ls...)),
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}
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}
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func (c *StringIntersectionConstraint) Eval(g *Graph) Range {
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var l IntInterval
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switch r := g.Range(c.A).(type) {
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case StringInterval:
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l = r.Length
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case IntInterval:
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l = r
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}
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if !l.IsKnown() {
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return StringInterval{c.I}
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}
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return StringInterval{
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Length: l.Intersection(c.I),
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}
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}
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func (c StringConcatConstraint) Eval(g *Graph) Range {
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i1, i2 := g.Range(c.A).(StringInterval), g.Range(c.B).(StringInterval)
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if !i1.Length.IsKnown() || !i2.Length.IsKnown() {
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return StringInterval{}
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}
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return StringInterval{
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Length: i1.Length.Add(i2.Length),
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}
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}
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func (c *StringLengthConstraint) Eval(g *Graph) Range {
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i := g.Range(c.X).(StringInterval).Length
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if !i.IsKnown() {
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return NewIntInterval(NewZ(0), PInfinity)
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}
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return i
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}
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func (c *StringIntervalConstraint) Eval(*Graph) Range { return StringInterval{c.I} }
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func (c *StringIntersectionConstraint) Futures() []ssa.Value {
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return []ssa.Value{c.B}
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}
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func (c *StringIntersectionConstraint) Resolve() {
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if (c.A.Type().Underlying().(*types.Basic).Info() & types.IsString) != 0 {
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// comparing two strings
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r, ok := c.ranges[c.B].(StringInterval)
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if !ok {
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c.I = NewIntInterval(NewZ(0), PInfinity)
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return
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}
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switch c.Op {
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case token.EQL:
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c.I = r.Length
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case token.GTR, token.GEQ:
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c.I = NewIntInterval(r.Length.Lower, PInfinity)
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case token.LSS, token.LEQ:
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c.I = NewIntInterval(NewZ(0), r.Length.Upper)
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case token.NEQ:
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default:
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panic("unsupported op " + c.Op.String())
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}
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} else {
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r, ok := c.ranges[c.B].(IntInterval)
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if !ok {
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c.I = NewIntInterval(NewZ(0), PInfinity)
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return
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}
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// comparing two lengths
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switch c.Op {
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case token.EQL:
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c.I = r
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case token.GTR:
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c.I = NewIntInterval(r.Lower.Add(NewZ(1)), PInfinity)
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case token.GEQ:
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c.I = NewIntInterval(r.Lower, PInfinity)
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case token.LSS:
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c.I = NewIntInterval(NInfinity, r.Upper.Sub(NewZ(1)))
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case token.LEQ:
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c.I = NewIntInterval(NInfinity, r.Upper)
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case token.NEQ:
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default:
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panic("unsupported op " + c.Op.String())
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}
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}
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}
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func (c *StringIntersectionConstraint) IsKnown() bool {
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return c.I.IsKnown()
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}
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func (c *StringIntersectionConstraint) MarkUnresolved() {
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c.resolved = false
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}
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func (c *StringIntersectionConstraint) MarkResolved() {
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c.resolved = true
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}
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func (c *StringIntersectionConstraint) IsResolved() bool {
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return c.resolved
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}
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