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Nikita Popov 768a368cf7 [KnownBits] Add computeForAddCarry()
This is for D60460. computeForAddSub() essentially already supports
carries because it has to deal with subtractions. This revision
extracts a lower-level computeForAddCarry() function, which allows
computing the known bits for add (carry known zero), sub (carry known
one) and addcarry (carry unknown).

As we don't seem to have any yet, I've added a unit test file for
KnownBits and exhaustive tests for the new computeForAddCarry()
functionality, as well the existing computeForAddSub() function.

Differential Revision: https://reviews.llvm.org/D60522

llvm-svn: 358297
2019-04-12 18:18:08 +00:00

217 lines
6.7 KiB
C++

//===- llvm/Support/KnownBits.h - Stores known zeros/ones -------*- 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
//
//===----------------------------------------------------------------------===//
//
// This file contains a class for representing known zeros and ones used by
// computeKnownBits.
//
//===----------------------------------------------------------------------===//
#ifndef LLVM_SUPPORT_KNOWNBITS_H
#define LLVM_SUPPORT_KNOWNBITS_H
#include "llvm/ADT/APInt.h"
namespace llvm {
// Struct for tracking the known zeros and ones of a value.
struct KnownBits {
APInt Zero;
APInt One;
private:
// Internal constructor for creating a KnownBits from two APInts.
KnownBits(APInt Zero, APInt One)
: Zero(std::move(Zero)), One(std::move(One)) {}
public:
// Default construct Zero and One.
KnownBits() {}
/// Create a known bits object of BitWidth bits initialized to unknown.
KnownBits(unsigned BitWidth) : Zero(BitWidth, 0), One(BitWidth, 0) {}
/// Get the bit width of this value.
unsigned getBitWidth() const {
assert(Zero.getBitWidth() == One.getBitWidth() &&
"Zero and One should have the same width!");
return Zero.getBitWidth();
}
/// Returns true if there is conflicting information.
bool hasConflict() const { return Zero.intersects(One); }
/// Returns true if we know the value of all bits.
bool isConstant() const {
assert(!hasConflict() && "KnownBits conflict!");
return Zero.countPopulation() + One.countPopulation() == getBitWidth();
}
/// Returns the value when all bits have a known value. This just returns One
/// with a protective assertion.
const APInt &getConstant() const {
assert(isConstant() && "Can only get value when all bits are known");
return One;
}
/// Returns true if we don't know any bits.
bool isUnknown() const { return Zero.isNullValue() && One.isNullValue(); }
/// Resets the known state of all bits.
void resetAll() {
Zero.clearAllBits();
One.clearAllBits();
}
/// Returns true if value is all zero.
bool isZero() const {
assert(!hasConflict() && "KnownBits conflict!");
return Zero.isAllOnesValue();
}
/// Returns true if value is all one bits.
bool isAllOnes() const {
assert(!hasConflict() && "KnownBits conflict!");
return One.isAllOnesValue();
}
/// Make all bits known to be zero and discard any previous information.
void setAllZero() {
Zero.setAllBits();
One.clearAllBits();
}
/// Make all bits known to be one and discard any previous information.
void setAllOnes() {
Zero.clearAllBits();
One.setAllBits();
}
/// Returns true if this value is known to be negative.
bool isNegative() const { return One.isSignBitSet(); }
/// Returns true if this value is known to be non-negative.
bool isNonNegative() const { return Zero.isSignBitSet(); }
/// Make this value negative.
void makeNegative() {
One.setSignBit();
}
/// Make this value non-negative.
void makeNonNegative() {
Zero.setSignBit();
}
/// Truncate the underlying known Zero and One bits. This is equivalent
/// to truncating the value we're tracking.
KnownBits trunc(unsigned BitWidth) const {
return KnownBits(Zero.trunc(BitWidth), One.trunc(BitWidth));
}
/// Extends the underlying known Zero and One bits.
/// By setting ExtendedBitsAreKnownZero=true this will be equivalent to
/// zero extending the value we're tracking.
/// With ExtendedBitsAreKnownZero=false the extended bits are set to unknown.
KnownBits zext(unsigned BitWidth, bool ExtendedBitsAreKnownZero) const {
unsigned OldBitWidth = getBitWidth();
APInt NewZero = Zero.zext(BitWidth);
if (ExtendedBitsAreKnownZero)
NewZero.setBitsFrom(OldBitWidth);
return KnownBits(NewZero, One.zext(BitWidth));
}
/// Sign extends the underlying known Zero and One bits. This is equivalent
/// to sign extending the value we're tracking.
KnownBits sext(unsigned BitWidth) const {
return KnownBits(Zero.sext(BitWidth), One.sext(BitWidth));
}
/// Extends or truncates the underlying known Zero and One bits. When
/// extending the extended bits can either be set as known zero (if
/// ExtendedBitsAreKnownZero=true) or as unknown (if
/// ExtendedBitsAreKnownZero=false).
KnownBits zextOrTrunc(unsigned BitWidth,
bool ExtendedBitsAreKnownZero) const {
if (BitWidth > getBitWidth())
return zext(BitWidth, ExtendedBitsAreKnownZero);
return KnownBits(Zero.zextOrTrunc(BitWidth), One.zextOrTrunc(BitWidth));
}
/// Returns the minimum number of trailing zero bits.
unsigned countMinTrailingZeros() const {
return Zero.countTrailingOnes();
}
/// Returns the minimum number of trailing one bits.
unsigned countMinTrailingOnes() const {
return One.countTrailingOnes();
}
/// Returns the minimum number of leading zero bits.
unsigned countMinLeadingZeros() const {
return Zero.countLeadingOnes();
}
/// Returns the minimum number of leading one bits.
unsigned countMinLeadingOnes() const {
return One.countLeadingOnes();
}
/// Returns the number of times the sign bit is replicated into the other
/// bits.
unsigned countMinSignBits() const {
if (isNonNegative())
return countMinLeadingZeros();
if (isNegative())
return countMinLeadingOnes();
return 0;
}
/// Returns the maximum number of trailing zero bits possible.
unsigned countMaxTrailingZeros() const {
return One.countTrailingZeros();
}
/// Returns the maximum number of trailing one bits possible.
unsigned countMaxTrailingOnes() const {
return Zero.countTrailingZeros();
}
/// Returns the maximum number of leading zero bits possible.
unsigned countMaxLeadingZeros() const {
return One.countLeadingZeros();
}
/// Returns the maximum number of leading one bits possible.
unsigned countMaxLeadingOnes() const {
return Zero.countLeadingZeros();
}
/// Returns the number of bits known to be one.
unsigned countMinPopulation() const {
return One.countPopulation();
}
/// Returns the maximum number of bits that could be one.
unsigned countMaxPopulation() const {
return getBitWidth() - Zero.countPopulation();
}
/// Compute known bits resulting from adding LHS, RHS and a 1-bit Carry.
static KnownBits computeForAddCarry(
const KnownBits &LHS, const KnownBits &RHS, const KnownBits &Carry);
/// Compute known bits resulting from adding LHS and RHS.
static KnownBits computeForAddSub(bool Add, bool NSW, const KnownBits &LHS,
KnownBits RHS);
};
} // end namespace llvm
#endif