Let L be the language consisting of all strings of the form a n , where n = m 2 , for some positive integer m. Show that there is no finite-state automaton that accepts L.

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Let L be the language consisting of all strings of the form a n , where n = m 2 , for some positive integer m. Show that there is no finite-state automaton that accepts L.

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Let L be the language consisting of all strings of the form a n , where n = m 2 , for some positive integer m.
Show that there is no finite-state automaton that accepts L.

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