Question: When is a language L called as regular? Prove that language L = {a^n w(ab)^m: w element {a, b}*, n, m greaterthanorequalto 0} is regular

When is a language L called as regular? Prove that language L = {a^n w(ab)^m: w element {a, b}*, n, m greaterthanorequalto 0} is regular by design an nfa to accept it. Write the function delta_NFA: Q times (sigma union {lambda}) rightarrow P(Q) for your above nfa. Convert the above nfa to a dfa

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