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Engineering, 07.04.2020 04:59 BlehBlah1441

Let CFG G be the following grammar.

S → aSb | bY | Y a
Y → bY | aY | ε

Give a simple description of L(G) in English. Use that description to give a CFG for L(G), the complement of L(G).

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You know the right answer?
Let CFG G be the following grammar.

S → aSb | bY | Y a
Y → bY | aY | ε

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