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Questions about problems which cannot be solved by any Turing machine.

1 vote
2 answers
78 views

What machines are required to solve the emptiness of regular and context-free langauges?

Consider the language definition: $L = \{<M>| M$ is a DFA and $M$ accepts some string of the form $ww^{r}$ for some $w\in \Sigma^{*}\}$ The language $L$ is : A) Regular B) Context-free but not regular …
Arun Madhav's user avatar
1 vote
Accepted

Is the equivalence problem of a CFG and a FSM decidable?

Yes, your assumption is right regularity of context-free languages is undecidable. You can look at the problem like this, If $L(G) = L(A)$ then we can say $L(G) \subseteq L(A)$ and $L(A) \subseteq L(G …
Arun Madhav's user avatar