Integral.h

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//===--- Integral.h - Wrapper for numeric types for the VM ------*- C++ -*-===//
//
// Part of the LLVM Project, under the Apache License v2.0 with LLVM Exceptions.
// See https://llvm.org/LICENSE.txt for license information.
// SPDX-License-Identifier: Apache-2.0 WITH LLVM-exception
//
//===----------------------------------------------------------------------===//
//
// Defines the VM types and helpers operating on types.
//
//===----------------------------------------------------------------------===//
 
#ifndef LLVM_CLANG_AST_INTERP_INTEGRAL_H
#define LLVM_CLANG_AST_INTERP_INTEGRAL_H
 
#include "clang/AST/APValue.h"
#include "clang/AST/ComparisonCategories.h"
#include "llvm/ADT/APSInt.h"
#include "llvm/Support/MathExtras.h"
#include "llvm/Support/raw_ostream.h"
#include <cstddef>
#include <cstdint>
 
#include "Primitives.h"
 
namespace clang {
namespace interp {
 
using APInt = llvm::APInt;
using APSInt = llvm::APSInt;
 
template <bool Signed> class IntegralAP;
 
// Helper structure to select the representation.
template <unsigned Bits, bool Signed> struct Repr;
template <> struct Repr<8, false> {
  using Type = uint8_t;
};
template <> struct Repr<16, false> {
  using Type = uint16_t;
};
template <> struct Repr<32, false> {
  using Type = uint32_t;
};
template <> struct Repr<64, false> {
  using Type = uint64_t;
};
template <> struct Repr<8, true> {
  using Type = int8_t;
};
template <> struct Repr<16, true> {
  using Type = int16_t;
};
template <> struct Repr<32, true> {
  using Type = int32_t;
};
template <> struct Repr<64, true> {
  using Type = int64_t;
};
 
/// Wrapper around numeric types.
///
/// These wrappers are required to shared an interface between APSint and
/// builtin primitive numeral types, while optimising for storage and
/// allowing methods operating on primitive type to compile to fast code.
template <unsigned Bits, bool Signed> class Integral final {
private:
  template <unsigned OtherBits, bool OtherSigned> friend class Integral;
 
  // The primitive representing the integral.
  using ReprT = typename Repr<Bits, Signed>::Type;
  ReprT V;
 
  /// Primitive representing limits.
  static const auto Min = std::numeric_limits<ReprT>::min();
  static const auto Max = std::numeric_limits<ReprT>::max();
 
  /// Construct an integral from anything that is convertible to storage.
  template <typename T> explicit Integral(T V) : V(V) {}
 
public:
  using AsUnsigned = Integral<Bits, false>;
 
  /// Zero-initializes an integral.
  Integral() : V(0) {}
 
  /// Constructs an integral from another integral.
  template <unsigned SrcBits, bool SrcSign>
  explicit Integral(Integral<SrcBits, SrcSign> V) : V(V.V) {}
 
  /// Construct an integral from a value based on signedness.
  explicit Integral(const APSInt &V)
      : V(V.isSigned() ? V.getSExtValue() : V.getZExtValue()) {}
 
  bool operator<(Integral RHS) const { return V < RHS.V; }
  bool operator>(Integral RHS) const { return V > RHS.V; }
  bool operator<=(Integral RHS) const { return V <= RHS.V; }
  bool operator>=(Integral RHS) const { return V >= RHS.V; }
  bool operator==(Integral RHS) const { return V == RHS.V; }
  bool operator!=(Integral RHS) const { return V != RHS.V; }
 
  bool operator>(unsigned RHS) const {
    return V >= 0 && static_cast<unsigned>(V) > RHS;
  }
 
  Integral operator-() const { return Integral(-V); }
  Integral operator-(const Integral &Other) const {
    return Integral(V - Other.V);
  }
  Integral operator~() const { return Integral(~V); }
 
  template <unsigned DstBits, bool DstSign>
  explicit operator Integral<DstBits, DstSign>() const {
    return Integral<DstBits, DstSign>(V);
  }
 
  template <typename Ty, typename = std::enable_if_t<std::is_integral_v<Ty>>>
  explicit operator Ty() const {
    return V;
  }
 
  APSInt toAPSInt() const {
    return APSInt(APInt(Bits, static_cast<uint64_t>(V), Signed), !Signed);
  }
  APSInt toAPSInt(unsigned NumBits) const {
    if constexpr (Signed)
      return APSInt(toAPSInt().sextOrTrunc(NumBits), !Signed);
    else
      return APSInt(toAPSInt().zextOrTrunc(NumBits), !Signed);
  }
  APValue toAPValue(const ASTContext &) const { return APValue(toAPSInt()); }
 
  Integral<Bits, false> toUnsigned() const {
    return Integral<Bits, false>(*this);
  }
 
  constexpr static unsigned bitWidth() { return Bits; }
 
  bool isZero() const { return !V; }
 
  bool isMin() const { return *this == min(bitWidth()); }
 
  bool isMinusOne() const { return Signed && V == ReprT(-1); }
 
  constexpr static bool isSigned() { return Signed; }
 
  bool isNegative() const { return V < ReprT(0); }
  bool isPositive() const { return !isNegative(); }
 
  ComparisonCategoryResult compare(const Integral &RHS) const {
    return Compare(V, RHS.V);
  }
 
  std::string toDiagnosticString(const ASTContext &Ctx) const {
    std::string NameStr;
    llvm::raw_string_ostream OS(NameStr);
    OS << V;
    return NameStr;
  }
 
  unsigned countLeadingZeros() const {
    if constexpr (!Signed)
      return llvm::countl_zero<ReprT>(V);
    llvm_unreachable("Don't call countLeadingZeros() on signed types.");
  }
 
  Integral truncate(unsigned TruncBits) const {
    if (TruncBits >= Bits)
      return *this;
    const ReprT BitMask = (ReprT(1) << ReprT(TruncBits)) - 1;
    const ReprT SignBit = ReprT(1) << (TruncBits - 1);
    const ReprT ExtMask = ~BitMask;
    return Integral((V & BitMask) | (Signed && (V & SignBit) ? ExtMask : 0));
  }
 
  void print(llvm::raw_ostream &OS) const { OS << V; }
 
  static Integral min(unsigned NumBits) { return Integral(Min); }
  static Integral max(unsigned NumBits) { return Integral(Max); }
 
  template <typename ValT> static Integral from(ValT Value) {
    if constexpr (std::is_integral<ValT>::value)
      return Integral(Value);
    else
      return Integral::from(static_cast<Integral::ReprT>(Value));
  }
 
  template <unsigned SrcBits, bool SrcSign>
  static std::enable_if_t<SrcBits != 0, Integral>
  from(Integral<SrcBits, SrcSign> Value) {
    return Integral(Value.V);
  }
 
  static Integral zero() { return from(0); }
 
  template <typename T> static Integral from(T Value, unsigned NumBits) {
    return Integral(Value);
  }
 
  static bool inRange(int64_t Value, unsigned NumBits) {
    return CheckRange<ReprT, Min, Max>(Value);
  }
 
  static bool increment(Integral A, Integral *R) {
    return add(A, Integral(ReprT(1)), A.bitWidth(), R);
  }
 
  static bool decrement(Integral A, Integral *R) {
    return sub(A, Integral(ReprT(1)), A.bitWidth(), R);
  }
 
  static bool add(Integral A, Integral B, unsigned OpBits, Integral *R) {
    return CheckAddUB(A.V, B.V, R->V);
  }
 
  static bool sub(Integral A, Integral B, unsigned OpBits, Integral *R) {
    return CheckSubUB(A.V, B.V, R->V);
  }
 
  static bool mul(Integral A, Integral B, unsigned OpBits, Integral *R) {
    return CheckMulUB(A.V, B.V, R->V);
  }
 
  static bool rem(Integral A, Integral B, unsigned OpBits, Integral *R) {
    *R = Integral(A.V % B.V);
    return false;
  }
 
  static bool div(Integral A, Integral B, unsigned OpBits, Integral *R) {
    *R = Integral(A.V / B.V);
    return false;
  }
 
  static bool bitAnd(Integral A, Integral B, unsigned OpBits, Integral *R) {
    *R = Integral(A.V & B.V);
    return false;
  }
 
  static bool bitOr(Integral A, Integral B, unsigned OpBits, Integral *R) {
    *R = Integral(A.V | B.V);
    return false;
  }
 
  static bool bitXor(Integral A, Integral B, unsigned OpBits, Integral *R) {
    *R = Integral(A.V ^ B.V);
    return false;
  }
 
  static bool neg(Integral A, Integral *R) {
    if (Signed && A.isMin())
      return true;
 
    *R = -A;
    return false;
  }
 
  static bool comp(Integral A, Integral *R) {
    *R = Integral(~A.V);
    return false;
  }
 
  template <unsigned RHSBits, bool RHSSign>
  static void shiftLeft(const Integral A, const Integral<RHSBits, RHSSign> B,
                        unsigned OpBits, Integral *R) {
    *R = Integral::from(A.V << B.V, OpBits);
  }
 
  template <unsigned RHSBits, bool RHSSign>
  static void shiftRight(const Integral A, const Integral<RHSBits, RHSSign> B,
                         unsigned OpBits, Integral *R) {
    *R = Integral::from(A.V >> B.V, OpBits);
  }
 
private:
  template <typename T> static bool CheckAddUB(T A, T B, T &R) {
    if constexpr (std::is_signed_v<T>) {
      return llvm::AddOverflow<T>(A, B, R);
    } else {
      R = A + B;
      return false;
    }
  }
 
  template <typename T> static bool CheckSubUB(T A, T B, T &R) {
    if constexpr (std::is_signed_v<T>) {
      return llvm::SubOverflow<T>(A, B, R);
    } else {
      R = A - B;
      return false;
    }
  }
 
  template <typename T> static bool CheckMulUB(T A, T B, T &R) {
    if constexpr (std::is_signed_v<T>) {
      return llvm::MulOverflow<T>(A, B, R);
    } else {
      R = A * B;
      return false;
    }
  }
  template <typename T, T Min, T Max> static bool CheckRange(int64_t V) {
    if constexpr (std::is_signed_v<T>) {
      return Min <= V && V <= Max;
    } else {
      return V >= 0 && static_cast<uint64_t>(V) <= Max;
    }
  }
};
 
template <unsigned Bits, bool Signed>
llvm::raw_ostream &operator<<(llvm::raw_ostream &OS, Integral<Bits, Signed> I) {
  I.print(OS);
  return OS;
}
 
} // namespace interp
} // namespace clang
 
#endif