Question: Recall that string x is a prefix of string y if a string z exists where xz = y, and that x is a proper
Recall that string x is a prefix of string y if a string z exists where xz = y, and that x is a proper prefix of y if in addition x ≠ y. In each of the following parts, we define an operation on a language A. Show that the class of regular languages is closed under that operation.
Aa. NOPREFIX(A) = {w ∈ A| no proper prefix of w is a member of A}.
b. NOEXTEND(A) = {w ∈ A|w is not the proper prefix of any string in A}.
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a To show that the class of regular languages is closed under the NOPREFIX operation let A be a regu... View full answer
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