... 'natural' syntax trees, generally belong to this subset For an example, see section 5.2 The automaton To determine the automaton we specify, in addition to the set of states Q, the set of stack ... Likewise, we have the gotot function, which gives the non-stacking transitions for our grammar: gotol (ql , ~ ) = q'a; gotol (q,, I~ ) = q,; gotol (q~, noun) = q~; gotol (qs, g) gotol(qs, Either by ... finite state automaton with states I~ Each rule I~ - l .//Jz~ corresponds to a transition from I~ to I~ - l labeled by z~ This cotrespondence between regular grammars and finite state automata is...