vault backup: 2025-04-08 09:21:02
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@ -9,5 +9,10 @@ A (finite non-deterministic) automaton is a quintuple M = (Q,Act,q0,F,T), where:
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Automata Behaviour: language equivalence
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(where L(M) is the set of all the sequences of input characters that bring the automaton M from its starting state to a final one)
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>[!note]
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>M1 and M2 are *language equivalent* if and only if L(M1)=L(M2)
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>[!note] Language equivalence
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>M1 and M2 are *language equivalent* if and only if L(M1)=L(M2)
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By considering the starting states as also final, they both generate the same language, i.e.:
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(20.(tea + 20.coffee))∗ = (20.tea + 20.20.coffee)∗
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