Question: Myhill - Nerode Theorem Let L be a language over Sigma and let u and v be strings over Sigma . If u

Myhill-Nerode Theorem
Let L be a language over \Sigma and let u and v be strings over \Sigma . If u and v are L-equivalent, then any correct DFA M that decides L must satisfy \delta *(i, u)=\delta *(i, v), where i is the start state and \delta the transition function of M. true or false

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