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[clang][dataflow] Make CNFFormula
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#92401
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180 changes: 180 additions & 0 deletions
180
clang/include/clang/Analysis/FlowSensitive/CNFFormula.h
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//===- CNFFormula.h ---------------------------------------------*- 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 | ||
// | ||
//===----------------------------------------------------------------------===// | ||
// | ||
// A representation of a boolean formula in 3-CNF. | ||
// | ||
//===----------------------------------------------------------------------===// | ||
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#ifndef LLVM_CLANG_ANALYSIS_FLOWSENSITIVE_CNFFORMULA_H | ||
#define LLVM_CLANG_ANALYSIS_FLOWSENSITIVE_CNFFORMULA_H | ||
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#include <cstdint> | ||
#include <vector> | ||
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#include "clang/Analysis/FlowSensitive/Formula.h" | ||
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namespace clang { | ||
namespace dataflow { | ||
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/// Boolean variables are represented as positive integers. | ||
using Variable = uint32_t; | ||
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/// A null boolean variable is used as a placeholder in various data structures | ||
/// and algorithms. | ||
constexpr Variable NullVar = 0; | ||
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/// Literals are represented as positive integers. Specifically, for a boolean | ||
/// variable `V` that is represented as the positive integer `I`, the positive | ||
/// literal `V` is represented as the integer `2*I` and the negative literal | ||
/// `!V` is represented as the integer `2*I+1`. | ||
using Literal = uint32_t; | ||
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/// A null literal is used as a placeholder in various data structures and | ||
/// algorithms. | ||
constexpr Literal NullLit = 0; | ||
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/// Clause identifiers are represented as positive integers. | ||
using ClauseID = uint32_t; | ||
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/// A null clause identifier is used as a placeholder in various data structures | ||
/// and algorithms. | ||
constexpr ClauseID NullClause = 0; | ||
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/// Returns the positive literal `V`. | ||
inline constexpr Literal posLit(Variable V) { return 2 * V; } | ||
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/// Returns whether `L` is a positive literal. | ||
inline constexpr bool isPosLit(Literal L) { return 0 == (L & 1); } | ||
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/// Returns whether `L` is a negative literal. | ||
inline constexpr bool isNegLit(Literal L) { return 1 == (L & 1); } | ||
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/// Returns the negative literal `!V`. | ||
inline constexpr Literal negLit(Variable V) { return 2 * V + 1; } | ||
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/// Returns the negated literal `!L`. | ||
inline constexpr Literal notLit(Literal L) { return L ^ 1; } | ||
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/// Returns the variable of `L`. | ||
inline constexpr Variable var(Literal L) { return L >> 1; } | ||
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/// A boolean formula in 3-CNF (conjunctive normal form with at most 3 literals | ||
/// per clause). | ||
class CNFFormula { | ||
/// `LargestVar` is equal to the largest positive integer that represents a | ||
/// variable in the formula. | ||
const Variable LargestVar; | ||
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/// Literals of all clauses in the formula. | ||
/// | ||
/// The element at index 0 stands for the literal in the null clause. It is | ||
/// set to 0 and isn't used. Literals of clauses in the formula start from the | ||
/// element at index 1. | ||
/// | ||
/// For example, for the formula `(L1 v L2) ^ (L2 v L3 v L4)` the elements of | ||
/// `Clauses` will be `[0, L1, L2, L2, L3, L4]`. | ||
std::vector<Literal> Clauses; | ||
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/// Start indices of clauses of the formula in `Clauses`. | ||
/// | ||
/// The element at index 0 stands for the start index of the null clause. It | ||
/// is set to 0 and isn't used. Start indices of clauses in the formula start | ||
/// from the element at index 1. | ||
/// | ||
/// For example, for the formula `(L1 v L2) ^ (L2 v L3 v L4)` the elements of | ||
/// `ClauseStarts` will be `[0, 1, 3]`. Note that the literals of the first | ||
/// clause always start at index 1. The start index for the literals of the | ||
/// second clause depends on the size of the first clause and so on. | ||
std::vector<size_t> ClauseStarts; | ||
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/// Indicates that we already know the formula is unsatisfiable. | ||
/// During construction, we catch simple cases of conflicting unit-clauses. | ||
bool KnownContradictory; | ||
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public: | ||
explicit CNFFormula(Variable LargestVar); | ||
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/// Adds the `L1 v ... v Ln` clause to the formula. | ||
/// Requirements: | ||
/// | ||
/// `Li` must not be `NullLit`. | ||
/// | ||
/// All literals in the input that are not `NullLit` must be distinct. | ||
void addClause(ArrayRef<Literal> lits); | ||
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/// Returns whether the formula is known to be contradictory. | ||
/// This is the case if any of the clauses is empty. | ||
bool knownContradictory() const { return KnownContradictory; } | ||
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/// Returns the largest variable in the formula. | ||
Variable largestVar() const { return LargestVar; } | ||
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/// Returns the number of clauses in the formula. | ||
/// Valid clause IDs are in the range [1, `numClauses()`]. | ||
ClauseID numClauses() const { return ClauseStarts.size() - 1; } | ||
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/// Returns the number of literals in clause `C`. | ||
size_t clauseSize(ClauseID C) const { | ||
return C == ClauseStarts.size() - 1 ? Clauses.size() - ClauseStarts[C] | ||
: ClauseStarts[C + 1] - ClauseStarts[C]; | ||
} | ||
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/// Returns the literals of clause `C`. | ||
/// If `knownContradictory()` is false, each clause has at least one literal. | ||
llvm::ArrayRef<Literal> clauseLiterals(ClauseID C) const { | ||
size_t S = clauseSize(C); | ||
if (S == 0) | ||
return llvm::ArrayRef<Literal>(); | ||
return llvm::ArrayRef<Literal>(&Clauses[ClauseStarts[C]], S); | ||
} | ||
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/// An iterator over all literals of all clauses in the formula. | ||
/// The iterator allows mutation of the literal through the `*` operator. | ||
/// This is to support solvers that mutate the formula during solving. | ||
class Iterator { | ||
friend class CNFFormula; | ||
CNFFormula *CNF; | ||
size_t Idx; | ||
Iterator(CNFFormula *CNF, size_t Idx) : CNF(CNF), Idx(Idx) {} | ||
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public: | ||
Iterator(const Iterator &) = default; | ||
Iterator &operator=(const Iterator &) = default; | ||
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Iterator &operator++() { | ||
++Idx; | ||
assert(Idx < CNF->Clauses.size() && "Iterator out of bounds"); | ||
return *this; | ||
} | ||
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Iterator next() const { | ||
Iterator I = *this; | ||
++I; | ||
return I; | ||
} | ||
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Literal &operator*() const { return CNF->Clauses[Idx]; } | ||
}; | ||
friend class Iterator; | ||
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/// Returns an iterator to the first literal of clause `C`. | ||
Iterator startOfClause(ClauseID C) { return Iterator(this, ClauseStarts[C]); } | ||
}; | ||
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/// Converts the conjunction of `Vals` into a formula in conjunctive normal | ||
/// form where each clause has at least one and at most three literals. | ||
/// `Atomics` is populated with a mapping from `Variables` to the corresponding | ||
/// `Atom`s for atomic booleans in the input formulas. | ||
CNFFormula | ||
buildCNF(const llvm::ArrayRef<const Formula *> &Formulas, | ||
llvm::DenseMap<Variable, Atom> &Atomics); | ||
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} // namespace dataflow | ||
} // namespace clang | ||
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#endif // LLVM_CLANG_ANALYSIS_FLOWSENSITIVE_CNFFORMULA_H |
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I suggest moving this below
posLit
so that the two constructor functions are next to each other.There was a problem hiding this comment.
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Good point -- done!