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(Solved): Automata Theory: Give a formal description of \( \bar{L} \) where \( \Sigma=\{a, b\} \) and \( L=\{ ...

Automata Theory: $Give a formal description of \( \bar{L} \) where \( \Sigma=\{a, b\} \) and \( L=\{\lambda, a, b, a a, b b, a b, b a\} \).$

Give a formal description of \( \bar{L} \) where \( \Sigma=\{a, b\} \) and \( L=\{\lambda, a, b, a a, b b, a b, b a\} \).

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L is the set of all strings consisting of only the symbols a and b, including the empty string ?. Formally, L = { w | w ? ?* and w only contains the symbols a and b } Explanation: L is the collection of all strings,

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