AST operators
Code gen templates for operators; assume root=nil. This is v3 compatible.
grammar fragment |
code |
---|---|
A |
_adaptor.addChild(_root0, _adaptor.create($A)); root = _adaptor.rulePostProcessing(root, kids); // A _localctx.tree = root; |
A B |
_adaptor.addChild(_root0, _adaptor.create($A)); _adaptor.addChild(_root0, _adaptor.create($B)); root = _adaptor.rulePostProcessing(root, kids); // ^(nil A B) _localctx.tree = root; |
A^ B |
_root0 = _adaptor.becomeRoot(_adaptor.create($A), _root0); _adaptor.addChild(_root0, _adaptor.create($B)); root = _adaptor.rulePostProcessing(root, kids); // ^(A B) _localctx.tree = root; |
A B^ |
_adaptor.addChild(_root0, _adaptor.create($A)); _root0 = _adaptor.becomeRoot(_adaptor.create($B), _root0); root = _adaptor.rulePostProcessing(root, kids); // ^(B A) _localctx.tree = root; |
A B^ C |
_adaptor.addChild(_root0, _adaptor.create($A)); _root0 = _adaptor.becomeRoot(_adaptor.create($B), _root0); _adaptor.addChild(_root0, _adaptor.create($C)); root = _adaptor.rulePostProcessing(root, kids);// ^(B A C) _localctx.tree = root; |
A B^ C^ D |
_adaptor.addChild(_root0, _adaptor.create($A)); _root0 = _adaptor.becomeRoot(_adaptor.create($B), _root0); _root0 = _adaptor.becomeRoot(_adaptor.create($C), _root0); _adaptor.addChild(_root0, _adaptor.create($D)); root = _adaptor.rulePostProcessing(root, kids); // ^(C ^(B A) D) _localctx.tree = root; |
a^ b |
_root0 = _adaptor.becomeRoot($a.tree, _root0); _adaptor.addChild(_root0, $b.tree); root = _adaptor.rulePostProcessing(root, kids); // ^(A B) _localctx.tree = root; |
Rewrites
Code gen templates for rewrite rules; assume root=_adaptor.nil(), kids is _adaptor.createChildList(). assume we can't distinguish statically single vs multi-valued elements from left of -> for now.
grammar fragment |
code |
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A -> A |
A_it = A_list.iterator(); // iterator of tokens kids.add(A_it.next()); // let _adaptor.add() create appropriate node _localctx.tree = _adaptor.create(null, kids); // A |
A -> A A |
A_it = A_list.iterator(); kids.add(A_it.next()); kids.add(A_it.next()); // iterator keeps returning A nodes _localctx.tree = _adaptor.create(root, kids); // ^(nil A A) |
A+ -> A A |
A_it = A_list.iterator(); kids.add(A_it.next()); kids.add(A_it.next()); // iterator keeps returning A nodes _localctx.tree = _adaptor.create(root, kids); // ^(nil A A) |
A B -> ^(A B) |
root = _adaptor.create(A_it.next()); kids.add(_adaptor.create($B)); _localctx.tree = _adaptor.create(root, kids); // ^(nil A A) |
A+ -> A* |
A_it = A_list.iterator(); while (A_it.hasNext()) { kids.add(_adaptor.create(A_it.next())); } _localctx.tree = _adaptor.create(root, kids); // ^(nil A A ... A) |
B A+ -> ^(B A*) |
A_it = A_list.iterator(); B_it = B_list.iterator(); root = _adaptor.create(B_it.next()); while (A_it.hasNext()) { kids.add(_adaptor.create(A_it.next())); } _localctx.tree = _adaptor.create(root, kids); // ^(B A A ... A) |
A+ -> ^(B A)* |
A_it = A_list.iterator(); root_1 = null; while (A_it.hasNext()) { root_1 = _adaptor.create(_adaptor.create(B, "B")); // imaginary B root kids_1.add(_adaptor.create(A_it.next())); kids.add( _adaptor.create(root_1, kids_1) ); // ^(B A) } _localctx.tree = _adaptor.create(root, kids); // ^(nil ^(B A) ^(B A) ...) |