"reflect"
)
-type simplifier struct {
- hasDotImport bool // package file contains: import . "some/import/path"
-}
+type simplifier struct{}
-func (s *simplifier) Visit(node ast.Node) ast.Visitor {
+func (s simplifier) Visit(node ast.Node) ast.Visitor {
switch n := node.(type) {
case *ast.CompositeLit:
// array, slice, and map composite literals may be simplified
// a slice expression of the form: s[a:len(s)]
// can be simplified to: s[a:]
// if s is "simple enough" (for now we only accept identifiers)
- if n.Max != nil || s.hasDotImport {
+ //
+ // Note: This may not be correct because len may have been redeclared in another
+ // file belonging to the same package. However, this is extremely unlikely
+ // and so far (April 2016, after years of supporting this rewrite feature)
+ // has never come up, so let's keep it working as is (see also #15153).
+ if n.Max != nil {
// - 3-index slices always require the 2nd and 3rd index
- // - if dot imports are present, we cannot be certain that an
- // unresolved "len" identifier refers to the predefined len()
break
}
if s, _ := n.X.(*ast.Ident); s != nil && s.Obj != nil {
}
func simplify(f *ast.File) {
- var s simplifier
-
- // determine if f contains dot imports
- for _, imp := range f.Imports {
- if imp.Name != nil && imp.Name.Name == "." {
- s.hasDotImport = true
- break
- }
- }
-
// remove empty declarations such as "const ()", etc
removeEmptyDeclGroups(f)
- ast.Walk(&s, f)
+ var s simplifier
+ ast.Walk(s, f)
}
func removeEmptyDeclGroups(f *ast.File) {
+++ /dev/null
-//gofmt -s
-
-// Test cases for slice expression simplification.
-// Because of a dot import, these slices must remain untouched.
-package p
-
-import . "math"
-
-var (
- a [10]byte
- b [20]float32
- s []int
- t struct {
- s []byte
- }
-
- _ = a[0:]
- _ = a[1:10]
- _ = a[2:len(a)]
- _ = a[3:(len(a))]
- _ = a[len(a) : len(a)-1]
- _ = a[0:len(b)]
-
- _ = a[:]
- _ = a[:10]
- _ = a[:len(a)]
- _ = a[:(len(a))]
- _ = a[:len(a)-1]
- _ = a[:len(b)]
-
- _ = s[0:]
- _ = s[1:10]
- _ = s[2:len(s)]
- _ = s[3:(len(s))]
- _ = s[len(a) : len(s)-1]
- _ = s[0:len(b)]
-
- _ = s[:]
- _ = s[:10]
- _ = s[:len(s)]
- _ = s[:(len(s))]
- _ = s[:len(s)-1]
- _ = s[:len(b)]
-
- _ = t.s[0:]
- _ = t.s[1:10]
- _ = t.s[2:len(t.s)]
- _ = t.s[3:(len(t.s))]
- _ = t.s[len(a) : len(t.s)-1]
- _ = t.s[0:len(b)]
-
- _ = t.s[:]
- _ = t.s[:10]
- _ = t.s[:len(t.s)]
- _ = t.s[:(len(t.s))]
- _ = t.s[:len(t.s)-1]
- _ = t.s[:len(b)]
-)
-
-func _() {
- s := s[0:len(s)]
- _ = s
-}
+++ /dev/null
-//gofmt -s
-
-// Test cases for slice expression simplification.
-// Because of a dot import, these slices must remain untouched.
-package p
-
-import . "math"
-
-var (
- a [10]byte
- b [20]float32
- s []int
- t struct {
- s []byte
- }
-
- _ = a[0:]
- _ = a[1:10]
- _ = a[2:len(a)]
- _ = a[3:(len(a))]
- _ = a[len(a) : len(a)-1]
- _ = a[0:len(b)]
-
- _ = a[:]
- _ = a[:10]
- _ = a[:len(a)]
- _ = a[:(len(a))]
- _ = a[:len(a)-1]
- _ = a[:len(b)]
-
- _ = s[0:]
- _ = s[1:10]
- _ = s[2:len(s)]
- _ = s[3:(len(s))]
- _ = s[len(a) : len(s)-1]
- _ = s[0:len(b)]
-
- _ = s[:]
- _ = s[:10]
- _ = s[:len(s)]
- _ = s[:(len(s))]
- _ = s[:len(s)-1]
- _ = s[:len(b)]
-
- _ = t.s[0:]
- _ = t.s[1:10]
- _ = t.s[2:len(t.s)]
- _ = t.s[3:(len(t.s))]
- _ = t.s[len(a) : len(t.s)-1]
- _ = t.s[0:len(b)]
-
- _ = t.s[:]
- _ = t.s[:10]
- _ = t.s[:len(t.s)]
- _ = t.s[:(len(t.s))]
- _ = t.s[:len(t.s)-1]
- _ = t.s[:len(b)]
-)
-
-func _() {
- s := s[0:len(s)]
- _ = s
-}