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carbon-lang/toolchain/parser/precedence.cpp
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Richard Smith c4b880c6ef Parsing for pointer types and pointer operators. (#3026)
This provides parsing support for the functionality added in #2006.
2023-07-26 21:24:54 +00:00

341 lines
11 KiB
C++

// Part of the Carbon Language project, under the Apache License v2.0 with LLVM
// Exceptions. See /LICENSE for license information.
// SPDX-License-Identifier: Apache-2.0 WITH LLVM-exception
#include "toolchain/parser/precedence.h"
#include <utility>
#include "common/check.h"
namespace Carbon {
namespace {
enum PrecedenceLevel : int8_t {
// Sentinel representing the absence of any operator.
Highest,
// Terms.
TermPrefix,
// Numeric.
NumericPrefix,
NumericPostfix,
Modulo,
Multiplicative,
Additive,
// Bitwise.
BitwisePrefix,
BitwiseAnd,
BitwiseOr,
BitwiseXor,
BitShift,
// Type formation.
TypePrefix,
TypePostfix,
// Sentinel representing a type context.
Type,
// Logical.
LogicalPrefix,
Relational,
LogicalAnd,
LogicalOr,
// Conditional.
If,
// Assignment.
SimpleAssignment,
CompoundAssignment,
// Sentinel representing a context in which any operator can appear.
Lowest,
};
constexpr int8_t NumPrecedenceLevels = Lowest + 1;
// A precomputed lookup table determining the relative precedence of two
// precedence groups.
struct OperatorPriorityTable {
constexpr OperatorPriorityTable() : table() {
// Start with a list of <higher precedence>, <lower precedence>
// relationships.
MarkHigherThan({Highest}, {TermPrefix});
MarkHigherThan({TermPrefix}, {NumericPrefix, BitwisePrefix, LogicalPrefix,
NumericPostfix});
MarkHigherThan({NumericPrefix, NumericPostfix},
{Modulo, Multiplicative, BitShift});
MarkHigherThan({Multiplicative}, {Additive});
MarkHigherThan({BitwisePrefix},
{BitwiseAnd, BitwiseOr, BitwiseXor, BitShift});
MarkHigherThan(
{Modulo, Additive, BitwiseAnd, BitwiseOr, BitwiseXor, BitShift},
{Relational});
MarkHigherThan({Relational, LogicalPrefix}, {LogicalAnd, LogicalOr});
MarkHigherThan({LogicalAnd, LogicalOr}, {If});
MarkHigherThan({If}, {SimpleAssignment, CompoundAssignment});
MarkHigherThan({SimpleAssignment, CompoundAssignment}, {Lowest});
// Types are mostly a separate precedence graph.
MarkHigherThan({Highest}, {TypePrefix});
MarkHigherThan({TypePrefix}, {TypePostfix});
MarkHigherThan({TypePostfix}, {Type});
MarkHigherThan({Type}, {If});
// Compute the transitive closure of the above relationships: if we parse
// `a $ b @ c` as `(a $ b) @ c` and parse `b @ c % d` as `(b @ c) % d`,
// then we will parse `a $ b @ c % d` as `((a $ b) @ c) % d` and should
// also parse `a $ bc % d` as `(a $ bc) % d`.
MakeTransitivelyClosed();
// Make the relation symmetric. If we parse `a $ b @ c` as `(a $ b) @ c`
// then we want to parse `a @ b $ c` as `a @ (b $ c)`.
MakeSymmetric();
// Fill in the diagonal, which represents operator associativity.
AddAssociativityRules();
ConsistencyCheck();
}
constexpr void MarkHigherThan(
std::initializer_list<PrecedenceLevel> higher_group,
std::initializer_list<PrecedenceLevel> lower_group) {
for (auto higher : higher_group) {
for (auto lower : lower_group) {
table[higher][lower] = OperatorPriority::LeftFirst;
}
}
}
constexpr void MakeTransitivelyClosed() {
// A naive algorithm compiles acceptably fast for now (~0.5s). This should
// be revisited if we see compile time problems after adding precedence
// groups; it's easy to do this faster.
bool changed = false;
do {
changed = false;
// NOLINTNEXTLINE(modernize-loop-convert)
for (int8_t a = 0; a != NumPrecedenceLevels; ++a) {
for (int8_t b = 0; b != NumPrecedenceLevels; ++b) {
if (table[a][b] == OperatorPriority::LeftFirst) {
for (int8_t c = 0; c != NumPrecedenceLevels; ++c) {
if (table[b][c] == OperatorPriority::LeftFirst &&
table[a][c] != OperatorPriority::LeftFirst) {
table[a][c] = OperatorPriority::LeftFirst;
changed = true;
}
}
}
}
}
} while (changed);
}
constexpr void MakeSymmetric() {
for (int8_t a = 0; a != NumPrecedenceLevels; ++a) {
for (int8_t b = 0; b != NumPrecedenceLevels; ++b) {
if (table[a][b] == OperatorPriority::LeftFirst) {
CARBON_CHECK(table[b][a] != OperatorPriority::LeftFirst)
<< "inconsistent lookup table entries";
table[b][a] = OperatorPriority::RightFirst;
}
}
}
}
constexpr void AddAssociativityRules() {
// Associativity rules occupy the diagonal
// For prefix operators, RightFirst would mean `@@x` is `@(@x)` and
// Ambiguous would mean it's an error. LeftFirst is meaningless. For now we
// allow all prefix operators other than `const` to be repeated.
//
// TODO: The design does not permit repeating most unary operators.
for (PrecedenceLevel prefix :
{TermPrefix, NumericPrefix, BitwisePrefix, LogicalPrefix, If}) {
table[prefix][prefix] = OperatorPriority::RightFirst;
}
// Postfix operators are symmetric with prefix operators.
for (PrecedenceLevel postfix : {NumericPostfix, TypePostfix}) {
table[postfix][postfix] = OperatorPriority::LeftFirst;
}
// Traditionally-associative operators are given left-to-right
// associativity.
for (PrecedenceLevel assoc :
{Multiplicative, Additive, BitwiseAnd, BitwiseOr, BitwiseXor,
LogicalAnd, LogicalOr}) {
table[assoc][assoc] = OperatorPriority::LeftFirst;
}
// Assignment is given right-to-left associativity in order to support
// chained assignment.
table[SimpleAssignment][SimpleAssignment] = OperatorPriority::RightFirst;
// For other operators, there isn't an obvious answer and we require
// explicit parentheses.
}
constexpr void ConsistencyCheck() {
for (int8_t level = 0; level != NumPrecedenceLevels; ++level) {
if (level != Highest) {
CARBON_CHECK(table[Highest][level] == OperatorPriority::LeftFirst &&
table[level][Highest] == OperatorPriority::RightFirst)
<< "Highest is not highest priority";
}
if (level != Lowest) {
CARBON_CHECK(table[Lowest][level] == OperatorPriority::RightFirst &&
table[level][Lowest] == OperatorPriority::LeftFirst)
<< "Lowest is not lowest priority";
}
}
}
OperatorPriority table[NumPrecedenceLevels][NumPrecedenceLevels];
};
} // namespace
auto PrecedenceGroup::ForPostfixExpression() -> PrecedenceGroup {
return PrecedenceGroup(Highest);
}
auto PrecedenceGroup::ForTopLevelExpression() -> PrecedenceGroup {
return PrecedenceGroup(Lowest);
}
auto PrecedenceGroup::ForType() -> PrecedenceGroup {
return PrecedenceGroup(Type);
}
auto PrecedenceGroup::ForLeading(TokenKind kind)
-> std::optional<PrecedenceGroup> {
switch (kind) {
case TokenKind::Star:
case TokenKind::Amp:
return PrecedenceGroup(TermPrefix);
case TokenKind::Not:
return PrecedenceGroup(LogicalPrefix);
case TokenKind::Minus:
case TokenKind::MinusMinus:
case TokenKind::PlusPlus:
return PrecedenceGroup(NumericPrefix);
case TokenKind::Caret:
return PrecedenceGroup(BitwisePrefix);
case TokenKind::If:
return PrecedenceGroup(If);
case TokenKind::Const:
return PrecedenceGroup(TypePrefix);
default:
return std::nullopt;
}
}
auto PrecedenceGroup::ForTrailing(TokenKind kind, bool infix)
-> std::optional<Trailing> {
switch (kind) {
// Assignment operators.
case TokenKind::Equal:
return Trailing{.level = SimpleAssignment, .is_binary = true};
case TokenKind::PlusEqual:
case TokenKind::MinusEqual:
case TokenKind::StarEqual:
case TokenKind::SlashEqual:
case TokenKind::PercentEqual:
case TokenKind::AmpEqual:
case TokenKind::PipeEqual:
case TokenKind::CaretEqual:
case TokenKind::GreaterGreaterEqual:
case TokenKind::LessLessEqual:
return Trailing{.level = CompoundAssignment, .is_binary = true};
// Logical operators.
case TokenKind::And:
return Trailing{.level = LogicalAnd, .is_binary = true};
case TokenKind::Or:
return Trailing{.level = LogicalOr, .is_binary = true};
// Bitwise operators.
case TokenKind::Amp:
return Trailing{.level = BitwiseAnd, .is_binary = true};
case TokenKind::Pipe:
return Trailing{.level = BitwiseOr, .is_binary = true};
case TokenKind::Caret:
return Trailing{.level = BitwiseXor, .is_binary = true};
case TokenKind::GreaterGreater:
case TokenKind::LessLess:
return Trailing{.level = BitShift, .is_binary = true};
// Relational operators.
case TokenKind::EqualEqual:
case TokenKind::ExclaimEqual:
case TokenKind::Less:
case TokenKind::LessEqual:
case TokenKind::Greater:
case TokenKind::GreaterEqual:
case TokenKind::LessEqualGreater:
return Trailing{.level = Relational, .is_binary = true};
// Additive operators.
case TokenKind::Plus:
case TokenKind::Minus:
return Trailing{.level = Additive, .is_binary = true};
// Multiplicative operators.
case TokenKind::Slash:
return Trailing{.level = Multiplicative, .is_binary = true};
case TokenKind::Percent:
return Trailing{.level = Modulo, .is_binary = true};
// `*` could be multiplication or pointer type formation.
case TokenKind::Star:
return infix ? Trailing{.level = Multiplicative, .is_binary = true}
: Trailing{.level = TypePostfix, .is_binary = false};
// Postfix operators.
case TokenKind::MinusMinus:
case TokenKind::PlusPlus:
return Trailing{.level = NumericPostfix, .is_binary = false};
// Prefix-only operators.
case TokenKind::Not:
case TokenKind::Const:
break;
// Symbolic tokens that might be operators eventually.
case TokenKind::Tilde:
case TokenKind::Backslash:
case TokenKind::Comma:
case TokenKind::TildeEqual:
case TokenKind::Exclaim:
case TokenKind::LessGreater:
case TokenKind::Question:
case TokenKind::Colon:
break;
// Symbolic tokens that are intentionally not operators.
case TokenKind::At:
case TokenKind::LessMinus:
case TokenKind::MinusGreater:
case TokenKind::EqualGreater:
case TokenKind::ColonEqual:
case TokenKind::Period:
case TokenKind::Semi:
break;
default:
break;
}
return std::nullopt;
}
auto PrecedenceGroup::GetPriority(PrecedenceGroup left, PrecedenceGroup right)
-> OperatorPriority {
static constexpr OperatorPriorityTable Lookup;
return Lookup.table[left.level_][right.level_];
}
} // namespace Carbon