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Closure properties for regular languages

Closure properties for regular languages. If L and M are Regular, so are:. Closure under intersection. Decision Problems for Regular Languages. From epsilon NFA to DFA. How can we decide whether the language accepted by a DFA is finite or infinite?. emptyness. Equivalence and minimization.

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Closure properties for regular languages

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  1. Closure properties for regular languages If L and M are Regular, so are:

  2. Closure under intersection

  3. Decision Problems for Regular Languages

  4. From epsilon NFA to DFA

  5. How can we decide whether the language accepted by a DFA is finite or infinite?

  6. emptyness

  7. Equivalence and minimization

  8. Equivalence testing

  9. minimization

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