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Regular Language Reversal Proof by Wafa Elgalhoud is a document available to read on EtoBox.
What is Regular Language Reversal Proof about?
The reverse of a regular language is also a regular language. To prove this, we can construct a non-deterministic finite automaton (NFA) that accepts the reverse of the language by inverting the transitions of the NFA that accepts the original language. For example, the language L = {ab, ba} is regular, and its reverse LR = {ba, ab} is also regular since we can invert the transitions of the NFA that accepts L to get an NFA that accepts LR. Regular grammars generate regular languages, and any regular languag
- Author
- Wafa Elgalhoud
- Language
- EN