a) Prove that there exists no finite state machine that accepts palin…
Previous year question for Theory of Computation.
Question
a) Prove that there exists no finite state machine that accepts palindrome?
b) Show that $L = \{0^i 1^i \mid i \ge 1\}$ is not regular?
- Year: 2018
- Subject: Theory of Computation
Related pages
More PYQs on Pumping Lemma of Regular Sets
- a) Construct Minimum State automata equivalent to FA. | State | 0 | 1 | |---|---|---| | $\rightarrow q_0$ | $q_1$ | $q_0$ | | $q_1$ | $q_0$ | $q_2$ | | $q_2$ |…
- Write down the Pumping Lemma for regular sets. How is it used to prove that a language is not regular ? Using Pumping Lemma prove that $L = \{a^w \mid w = 2^n…