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expr_bitwise.go
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expr_bitwise.go
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package constant
import (
"fmt"
"strings"
"github.com/llir/llvm/ir/enum"
"github.com/llir/llvm/ir/types"
)
// --- [ Bitwise expressions ] -------------------------------------------------
// ~~~ [ shl ] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
// ExprShl is an LLVM IR shl expression.
type ExprShl struct {
// Operands.
X, Y Constant // integer scalars or vectors
// extra.
// Type of result produced by the constant expression.
Typ types.Type
// (optional) Integer overflow flags.
OverflowFlags []enum.OverflowFlag
}
// NewShl returns a new shl expression based on the given operands.
func NewShl(x, y Constant) *ExprShl {
e := &ExprShl{X: x, Y: y}
// Compute type.
e.Type()
return e
}
// String returns the LLVM syntax representation of the constant expression as a
// type-value pair.
func (e *ExprShl) String() string {
return fmt.Sprintf("%s %s", e.Type(), e.Ident())
}
// Type returns the type of the constant expression.
func (e *ExprShl) Type() types.Type {
// Cache type if not present.
if e.Typ == nil {
e.Typ = e.X.Type()
}
return e.Typ
}
// Ident returns the identifier associated with the constant expression.
func (e *ExprShl) Ident() string {
// 'shl' OverflowFlags=OverflowFlag* '(' X=TypeConst ',' Y=TypeConst ')'
buf := &strings.Builder{}
buf.WriteString("shl")
for _, flag := range e.OverflowFlags {
fmt.Fprintf(buf, " %s", flag)
}
fmt.Fprintf(buf, " (%s, %s)", e.X, e.Y)
return buf.String()
}
// Simplify returns an equivalent (and potentially simplified) constant to the
// constant expression.
func (e *ExprShl) Simplify() Constant {
//panic("not yet implemented")
// TODO: implement
return e
}
// ~~~ [ lshr ] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
// ExprLShr is an LLVM IR lshr expression.
type ExprLShr struct {
// Operands.
X, Y Constant // integer scalars or vectors
// extra.
// Type of result produced by the constant expression.
Typ types.Type
// (optional) The result is a poison value if any of the bits shifted out are
// non-zero.
Exact bool
}
// NewLShr returns a new lshr expression based on the given operands.
func NewLShr(x, y Constant) *ExprLShr {
e := &ExprLShr{X: x, Y: y}
// Compute type.
e.Type()
return e
}
// String returns the LLVM syntax representation of the constant expression as a
// type-value pair.
func (e *ExprLShr) String() string {
return fmt.Sprintf("%s %s", e.Type(), e.Ident())
}
// Type returns the type of the constant expression.
func (e *ExprLShr) Type() types.Type {
// Cache type if not present.
if e.Typ == nil {
e.Typ = e.X.Type()
}
return e.Typ
}
// Ident returns the identifier associated with the constant expression.
func (e *ExprLShr) Ident() string {
// 'lshr' Exactopt '(' X=TypeConst ',' Y=TypeConst ')'
buf := &strings.Builder{}
buf.WriteString("lshr")
if e.Exact {
buf.WriteString(" exact")
}
fmt.Fprintf(buf, " (%s, %s)", e.X, e.Y)
return buf.String()
}
// Simplify returns an equivalent (and potentially simplified) constant to the
// constant expression.
func (e *ExprLShr) Simplify() Constant {
//panic("not yet implemented")
// TODO: implement
return e
}
// ~~~ [ ashr ] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
// ExprAShr is an LLVM IR ashr expression.
type ExprAShr struct {
// Operands.
X, Y Constant // integer scalars or vectors
// extra.
// Type of result produced by the constant expression.
Typ types.Type
// (optional) The result is a poison value if any of the bits shifted out are
// non-zero.
Exact bool
}
// NewAShr returns a new ashr expression based on the given operands.
func NewAShr(x, y Constant) *ExprAShr {
e := &ExprAShr{X: x, Y: y}
// Compute type.
e.Type()
return e
}
// String returns the LLVM syntax representation of the constant expression as a
// type-value pair.
func (e *ExprAShr) String() string {
return fmt.Sprintf("%s %s", e.Type(), e.Ident())
}
// Type returns the type of the constant expression.
func (e *ExprAShr) Type() types.Type {
// Cache type if not present.
if e.Typ == nil {
e.Typ = e.X.Type()
}
return e.Typ
}
// Ident returns the identifier associated with the constant expression.
func (e *ExprAShr) Ident() string {
// 'ashr' Exactopt '(' X=TypeConst ',' Y=TypeConst ')'
buf := &strings.Builder{}
buf.WriteString("ashr")
if e.Exact {
buf.WriteString(" exact")
}
fmt.Fprintf(buf, " (%s, %s)", e.X, e.Y)
return buf.String()
}
// Simplify returns an equivalent (and potentially simplified) constant to the
// constant expression.
func (e *ExprAShr) Simplify() Constant {
//panic("not yet implemented")
// TODO: implement
return e
}
// ~~~ [ and ] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
// ExprAnd is an LLVM IR and expression.
type ExprAnd struct {
// Operands.
X, Y Constant // integer scalars or vectors
// extra.
// Type of result produced by the constant expression.
Typ types.Type
}
// NewAnd returns a new and expression based on the given operands.
func NewAnd(x, y Constant) *ExprAnd {
e := &ExprAnd{X: x, Y: y}
// Compute type.
e.Type()
return e
}
// String returns the LLVM syntax representation of the constant expression as a
// type-value pair.
func (e *ExprAnd) String() string {
return fmt.Sprintf("%s %s", e.Type(), e.Ident())
}
// Type returns the type of the constant expression.
func (e *ExprAnd) Type() types.Type {
// Cache type if not present.
if e.Typ == nil {
e.Typ = e.X.Type()
}
return e.Typ
}
// Ident returns the identifier associated with the constant expression.
func (e *ExprAnd) Ident() string {
// 'and' '(' X=TypeConst ',' Y=TypeConst ')'
return fmt.Sprintf("and (%s, %s)", e.X, e.Y)
}
// Simplify returns an equivalent (and potentially simplified) constant to the
// constant expression.
func (e *ExprAnd) Simplify() Constant {
//panic("not yet implemented")
// TODO: implement
return e
}
// ~~~ [ or ] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
// ExprOr is an LLVM IR or expression.
type ExprOr struct {
// Operands.
X, Y Constant // integer scalars or vectors
// extra.
// Type of result produced by the constant expression.
Typ types.Type
}
// NewOr returns a new or expression based on the given operands.
func NewOr(x, y Constant) *ExprOr {
e := &ExprOr{X: x, Y: y}
// Compute type.
e.Type()
return e
}
// String returns the LLVM syntax representation of the constant expression as a
// type-value pair.
func (e *ExprOr) String() string {
return fmt.Sprintf("%s %s", e.Type(), e.Ident())
}
// Type returns the type of the constant expression.
func (e *ExprOr) Type() types.Type {
// Cache type if not present.
if e.Typ == nil {
e.Typ = e.X.Type()
}
return e.Typ
}
// Ident returns the identifier associated with the constant expression.
func (e *ExprOr) Ident() string {
// 'or' '(' X=TypeConst ',' Y=TypeConst ')'
return fmt.Sprintf("or (%s, %s)", e.X, e.Y)
}
// Simplify returns an equivalent (and potentially simplified) constant to the
// constant expression.
func (e *ExprOr) Simplify() Constant {
//panic("not yet implemented")
// TODO: implement
return e
}
// ~~~ [ xor ] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
// ExprXor is an LLVM IR xor expression.
type ExprXor struct {
// Operands.
X, Y Constant // integer scalars or vectors
// extra.
// Type of result produced by the constant expression.
Typ types.Type
}
// NewXor returns a new xor expression based on the given operands.
func NewXor(x, y Constant) *ExprXor {
e := &ExprXor{X: x, Y: y}
// Compute type.
e.Type()
return e
}
// String returns the LLVM syntax representation of the constant expression as a
// type-value pair.
func (e *ExprXor) String() string {
return fmt.Sprintf("%s %s", e.Type(), e.Ident())
}
// Type returns the type of the constant expression.
func (e *ExprXor) Type() types.Type {
// Cache type if not present.
if e.Typ == nil {
e.Typ = e.X.Type()
}
return e.Typ
}
// Ident returns the identifier associated with the constant expression.
func (e *ExprXor) Ident() string {
// 'xor' '(' X=TypeConst ',' Y=TypeConst ')'
return fmt.Sprintf("xor (%s, %s)", e.X, e.Y)
}
// Simplify returns an equivalent (and potentially simplified) constant to the
// constant expression.
func (e *ExprXor) Simplify() Constant {
//panic("not yet implemented")
// TODO: implement
return e
}