Precedence Climbing is described in Parsing Expressions by Recursive Descent. Here we look at how to implement the highlighted part in JavaCC, namely, how to exit the loop.
var t : Tree
t := P
while next is a binary operator and prec(binary(next)) >= p
const op := binary(next)
consume
const q := case associativity(op)
of Right: prec( op )
Left: 1+prec( op )
const t1 := Exp( q )
t := mkNode( op, t, t1)
return t
Semantic lookahead looks like a nice solution. Below is a sample implementation:
{
ExprNode expr, expr1;
OpBinary op;
}
{
(
expr = ExprPrefix()
(
LOOKAHEAD({ nextBinaryOp() != null &&
nextBinaryOp().getPrecedence() >= p })
op = BinOp()
expr1 = Expr(op.getAssoc() == OpBinary.Assoc.RIGHT ?
op.getPrecedence() : op.getPrecedence() + 1)
{ expr = new ASTExprBinary(op, expr, expr1); }
)*
)
{ return expr; }
}
()* construct corresponds to the while loop. Since this construct is a choice point, the false expression value in the LOOKAHEAD simply exits the loop.
We define nextBinaryOp() in the parser class as follows:
{
return OpBinary.fromCode(getToken(1).kind);
}
getToken(1) does not modify the input stream and is equivalent to next in the original algorithm.
Definitions of ExprNode, OpBinary, ExprPrefix, BinOp and ASTExprBinary are omitted for brevity.
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