Application of the Pumping Lemma: Not All Languages are Regular (Theory of Computation)
In today's lecture we see how to prove a language is not regular. We use the pumping lemma to do this, via contradiction! We can view this prospect like a 2-player game, which I would like to attribute to Hopcroft et al. in their classic text.
Time Stamps:
0:00 Recap
0:06 Exploiting the propositional form of the Pumping Lemma, to derive a way to prove a language is not regular.
10:28 Proving our first non-regular language, the language where binary strings have equal numbers of 0s and 1s.
22:54 Closing
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