Question: We can prove that two regular expressions are equivalent by showing that their minimum-state DFA's are the same up to renaming of states. Show in

We can prove that two regular expressions are equivalent by showing

We can prove that two regular expressions are equivalent by showing that their minimum-state DFA's are the same up to renaming of states. Show in this way that the following regular expressions: (a |b)*, (a*|b*)*, and ((epsilon |a) b*)* are all equivalent

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