Construct a deterministic pushdown automata

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Question: Let G = (V, E, R, S) be a context-free grammar, where:

V = {(, ), a, ., S, A), E = {(, ), ., a }

R = {S→(), S→a, S→(A), A→S, A→ S.A}

(a) Apply Heuristic rules (1) and/or (2) to G. Let G be the resulting grammar

(b) Construct a deterministic pushdown automata M accepting L(G)$

(c) Study the computation of M on the string ((()).a)

Reference no: EM133365139

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