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Prove that the class of regular languages is closed under reverse. That is, show that if is a regular language, then = { | }
Prove that the class of regular languages is closed under reverse. That is, show that if is a regular language, then = { | } is also regular. Hint: given a DFA = (, , , 0 , ) that recognizes a regular language , construct a new NFA = (, , , 0 , ) and show that recognizes ^R
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