Equivalence of Deterministic and Nondeterministic Finite Automata
In today's lecture, we study how DFAs and NFAs recognize the same languages, the regular languages. To do this we study how to construct DFA from NFA, and so on, via the subset (powerset) construction. We see some examples and a proof showing this construction is correct, and ultimately prove the claim that for any NFA there is a DFA that recognizes the same language, and vice-versa.
Time Stamps:
0:00 Preshow
38:05 Lecture Starts
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