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authorRichard Qin <richard.qin.x@gmail.com>2026-04-02 15:23:43 +0800
committerRichard Qin <richard.qin.x@gmail.com>2026-04-02 15:23:43 +0800
commit31a3d01ef27c559bf7ff453ca60033478ac19ef8 (patch)
treeaeacd221b4771b7cede671addd97ba8b09b3f2e9 /include/atp/normalize/formula.h
parent26da267b732e28e4d9697278e735b410e50e5e08 (diff)
downloadratp-31a3d01ef27c559bf7ff453ca60033478ac19ef8.tar.gz
ratp-31a3d01ef27c559bf7ff453ca60033478ac19ef8.tar.xz
refactor: replace string-based formula representation with interned SymbolIds and introduce stateful Clausifier for TPTP parsing
Diffstat (limited to 'include/atp/normalize/formula.h')
-rw-r--r--include/atp/normalize/formula.h28
1 files changed, 20 insertions, 8 deletions
diff --git a/include/atp/normalize/formula.h b/include/atp/normalize/formula.h
index ccf1302..2cd7900 100644
--- a/include/atp/normalize/formula.h
+++ b/include/atp/normalize/formula.h
@@ -16,16 +16,19 @@
* along with this program. If not, see <https://www.gnu.org/licenses/>.
*/
-
#pragma once
/// @file formula.h
/// @brief First-order logic formula AST (pre-clausification).
+///
+/// Design decision: atoms use TermId (interned), quantifier variables use
+/// SymbolId (interned). The parser interns all symbols during parsing.
+/// This avoids string→ID lookups during clausification and ensures
+/// consistent variable identity across quantifier scopes.
#include "atp/core/types.h"
#include <memory>
-#include <string>
#include <vector>
namespace atp {
@@ -33,6 +36,7 @@ namespace atp {
/// AST node types for first-order logic formulas.
enum class FormulaKind : uint8_t {
kAtom, ///< Predicate application: P(t1, ..., tn)
+ kEquality, ///< Equality atom: t1 = t2 (distinguished for equality reasoning)
kNot, ///< Negation: ¬F
kAnd, ///< Conjunction: F ∧ G
kOr, ///< Disjunction: F ∨ G
@@ -43,19 +47,27 @@ enum class FormulaKind : uint8_t {
};
/// A first-order logic formula node.
+///
+/// All identifiers are interned: atoms as TermIds, quantifier variables as
+/// SymbolIds. No raw strings survive past the parser.
struct Formula {
FormulaKind kind;
- // For kAtom: the predicate term
+ /// For kAtom / kEquality: the predicate/equality term, already interned.
TermId atom = kInvalidId;
- // For quantifiers: the bound variable name
- std::string var_name;
+ /// For kForall / kExists: the bound variable, as an interned SymbolId.
+ /// Using SymbolId (not string) so the clausifier can map bound variables
+ /// back to term-bank variables without string lookups.
+ SymbolId bound_var = kInvalidId;
- // Sub-formulas (1 for Not/Quantifiers, 2 for binary connectives)
+ /// Sub-formulas (1 for Not/Quantifiers, 2 for binary connectives).
std::vector<std::unique_ptr<Formula>> children;
+ // ── Factory methods ──
+
static std::unique_ptr<Formula> makeAtom(TermId atom);
+ static std::unique_ptr<Formula> makeEquality(TermId lhs, TermId rhs, TermId eq_atom);
static std::unique_ptr<Formula> makeNot(std::unique_ptr<Formula> child);
static std::unique_ptr<Formula> makeAnd(std::unique_ptr<Formula> lhs,
std::unique_ptr<Formula> rhs);
@@ -65,9 +77,9 @@ struct Formula {
std::unique_ptr<Formula> rhs);
static std::unique_ptr<Formula> makeIff(std::unique_ptr<Formula> lhs,
std::unique_ptr<Formula> rhs);
- static std::unique_ptr<Formula> makeForall(std::string var,
+ static std::unique_ptr<Formula> makeForall(SymbolId var,
std::unique_ptr<Formula> body);
- static std::unique_ptr<Formula> makeExists(std::string var,
+ static std::unique_ptr<Formula> makeExists(SymbolId var,
std::unique_ptr<Formula> body);
};