// index checks an index expression for validity.
// If max >= 0, it is the upper bound for index.
// If index is valid and the result i >= 0, then i is the constant value of index.
func (check *Checker) index(index ast.Expr, max int64) (i int64, valid bool) {
var x operand
check.expr(&x, index)
if x.mode == invalid {
return
}
// an untyped constant must be representable as Int
check.convertUntyped(&x, Typ[Int])
if x.mode == invalid {
return
}
// the index must be of integer type
if !isInteger(x.typ) {
check.invalidArg(x.pos(), "index %s must be integer", &x)
return
}
// a constant index i must be in bounds
if x.mode == constant {
if exact.Sign(x.val) < 0 {
check.invalidArg(x.pos(), "index %s must not be negative", &x)
return
}
i, valid = exact.Int64Val(x.val)
if !valid || max >= 0 && i >= max {
check.errorf(x.pos(), "index %s is out of bounds", &x)
return i, false
}
// 0 <= i [ && i < max ]
return i, true
}
return -1, true
}
func (check *Checker) shift(x, y *operand, op token.Token) {
untypedx := isUntyped(x.typ)
// The lhs must be of integer type or be representable
// as an integer; otherwise the shift has no chance.
if !x.isInteger() {
check.invalidOp(x.pos(), "shifted operand %s must be integer", x)
x.mode = invalid
return
}
// spec: "The right operand in a shift expression must have unsigned
// integer type or be an untyped constant that can be converted to
// unsigned integer type."
switch {
case isInteger(y.typ) && isUnsigned(y.typ):
// nothing to do
case isUntyped(y.typ):
check.convertUntyped(y, Typ[UntypedInt])
if y.mode == invalid {
x.mode = invalid
return
}
default:
check.invalidOp(y.pos(), "shift count %s must be unsigned integer", y)
x.mode = invalid
return
}
if x.mode == constant {
if y.mode == constant {
// rhs must be an integer value
if !y.isInteger() {
check.invalidOp(y.pos(), "shift count %s must be unsigned integer", y)
x.mode = invalid
return
}
// rhs must be within reasonable bounds
const stupidShift = 1023 - 1 + 52 // so we can express smallestFloat64
s, ok := exact.Uint64Val(y.val)
if !ok || s > stupidShift {
check.invalidOp(y.pos(), "stupid shift count %s", y)
x.mode = invalid
return
}
// The lhs is representable as an integer but may not be an integer
// (e.g., 2.0, an untyped float) - this can only happen for untyped
// non-integer numeric constants. Correct the type so that the shift
// result is of integer type.
if !isInteger(x.typ) {
x.typ = Typ[UntypedInt]
}
x.val = exact.Shift(x.val, op, uint(s))
return
}
// non-constant shift with constant lhs
if untypedx {
// spec: "If the left operand of a non-constant shift
// expression is an untyped constant, the type of the
// constant is what it would be if the shift expression
// were replaced by its left operand alone.".
//
// Delay operand checking until we know the final type:
// The lhs expression must be in the untyped map, mark
// the entry as lhs shift operand.
info, found := check.untyped[x.expr]
assert(found)
info.isLhs = true
check.untyped[x.expr] = info
// keep x's type
x.mode = value
return
}
}
// constant rhs must be >= 0
if y.mode == constant && exact.Sign(y.val) < 0 {
check.invalidOp(y.pos(), "shift count %s must not be negative", y)
}
// non-constant shift - lhs must be an integer
if !isInteger(x.typ) {
check.invalidOp(x.pos(), "shifted operand %s must be integer", x)
x.mode = invalid
return
}
x.mode = value
}
// The binary expression e may be nil. It's passed in for better error messages only.
func (check *Checker) binary(x *operand, e *ast.BinaryExpr, lhs, rhs ast.Expr, op token.Token) {
var y operand
check.expr(x, lhs)
check.expr(&y, rhs)
if x.mode == invalid {
return
}
if y.mode == invalid {
x.mode = invalid
x.expr = y.expr
return
}
if isShift(op) {
check.shift(x, &y, op)
return
}
check.convertUntyped(x, y.typ)
if x.mode == invalid {
return
}
check.convertUntyped(&y, x.typ)
if y.mode == invalid {
x.mode = invalid
return
}
if isComparison(op) {
check.comparison(x, &y, op)
return
}
if !Identical(x.typ, y.typ) {
// only report an error if we have valid types
// (otherwise we had an error reported elsewhere already)
if x.typ != Typ[Invalid] && y.typ != Typ[Invalid] {
check.invalidOp(x.pos(), "mismatched types %s and %s", x.typ, y.typ)
}
x.mode = invalid
return
}
if !check.op(binaryOpPredicates, x, op) {
x.mode = invalid
return
}
if (op == token.QUO || op == token.REM) && (x.mode == constant || isInteger(x.typ)) && y.mode == constant && exact.Sign(y.val) == 0 {
check.invalidOp(y.pos(), "division by zero")
x.mode = invalid
return
}
if x.mode == constant && y.mode == constant {
typ := x.typ.Underlying().(*Basic)
// force integer division of integer operands
if op == token.QUO && isInteger(typ) {
op = token.QUO_ASSIGN
}
x.val = exact.BinaryOp(x.val, op, y.val)
// Typed constants must be representable in
// their type after each constant operation.
if isTyped(typ) {
if e != nil {
x.expr = e // for better error message
}
check.representable(x, typ)
}
return
}
x.mode = value
// x.typ is unchanged
}
// representableConst reports whether x can be represented as
// value of the given basic type kind and for the configuration
// provided (only needed for int/uint sizes).
//
// If rounded != nil, *rounded is set to the rounded value of x for
// representable floating-point values; it is left alone otherwise.
// It is ok to provide the addressof the first argument for rounded.
func representableConst(x exact.Value, conf *Config, as BasicKind, rounded *exact.Value) bool {
switch x.Kind() {
case exact.Unknown:
return true
case exact.Bool:
return as == Bool || as == UntypedBool
case exact.Int:
if x, ok := exact.Int64Val(x); ok {
switch as {
case Int:
var s = uint(conf.sizeof(Typ[as])) * 8
return int64(-1)<<(s-1) <= x && x <= int64(1)<<(s-1)-1
case Int8:
const s = 8
return -1<<(s-1) <= x && x <= 1<<(s-1)-1
case Int16:
const s = 16
return -1<<(s-1) <= x && x <= 1<<(s-1)-1
case Int32:
const s = 32
return -1<<(s-1) <= x && x <= 1<<(s-1)-1
case Int64:
return true
case Uint, Uintptr:
if s := uint(conf.sizeof(Typ[as])) * 8; s < 64 {
return 0 <= x && x <= int64(1)<<s-1
}
return 0 <= x
case Uint8:
const s = 8
return 0 <= x && x <= 1<<s-1
case Uint16:
const s = 16
return 0 <= x && x <= 1<<s-1
case Uint32:
const s = 32
return 0 <= x && x <= 1<<s-1
case Uint64:
return 0 <= x
case Float32, Float64, Complex64, Complex128,
UntypedInt, UntypedFloat, UntypedComplex:
return true
}
}
n := exact.BitLen(x)
switch as {
case Uint, Uintptr:
var s = uint(conf.sizeof(Typ[as])) * 8
return exact.Sign(x) >= 0 && n <= int(s)
case Uint64:
return exact.Sign(x) >= 0 && n <= 64
case Float32, Complex64:
if rounded == nil {
return fitsFloat32(x)
}
r := roundFloat32(x)
if r != nil {
*rounded = r
return true
}
case Float64, Complex128:
if rounded == nil {
return fitsFloat64(x)
}
r := roundFloat64(x)
if r != nil {
*rounded = r
return true
}
case UntypedInt, UntypedFloat, UntypedComplex:
return true
}
case exact.Float:
switch as {
case Float32, Complex64:
if rounded == nil {
return fitsFloat32(x)
}
r := roundFloat32(x)
if r != nil {
*rounded = r
return true
}
case Float64, Complex128:
if rounded == nil {
return fitsFloat64(x)
}
r := roundFloat64(x)
if r != nil {
*rounded = r
return true
}
case UntypedFloat, UntypedComplex:
return true
}
case exact.Complex:
switch as {
case Complex64:
if rounded == nil {
return fitsFloat32(exact.Real(x)) && fitsFloat32(exact.Imag(x))
}
re := roundFloat32(exact.Real(x))
im := roundFloat32(exact.Imag(x))
if re != nil && im != nil {
*rounded = exact.BinaryOp(re, token.ADD, exact.MakeImag(im))
return true
}
case Complex128:
if rounded == nil {
return fitsFloat64(exact.Real(x)) && fitsFloat64(exact.Imag(x))
}
re := roundFloat64(exact.Real(x))
im := roundFloat64(exact.Imag(x))
if re != nil && im != nil {
*rounded = exact.BinaryOp(re, token.ADD, exact.MakeImag(im))
return true
}
case UntypedComplex:
return true
}
case exact.String:
return as == String || as == UntypedString
default:
unreachable()
}
return false
}