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Questions about mathematical devices that read an input stream symbol by symbol and use a state transition map to produce an output stream, maybe using secondary storage.
0
votes
Find a DFA for a finite set of palindromes
Consider a finite language $L$ over alphabet $\Sigma$, i.e., $|L| = k < \infty$. Let's enumerate all words of $L$ as follows $w_1, w_2, \ldots, w_k$. Let $S$ be the set of all prefixes of words of $L$ …
0
votes
Accepted
complement of a language-nfa
Your teacher is right. $\delta^*(q_0, w) \cap (Q - F) \neq \emptyset$ does not necessarily imply that $\delta^*(q_0, w) \cap F = \emptyset$. Question 5 says that you don't terminate in any of the acce …
11
votes
DFA for accepting all binary strings of form power of $n$ (not divisible by $n$) i.e. $n^k$ ...
Here is a quick and dirty proof using Pumping Lemma that language $L$ consisting of $3^n$ in binary is not regular (note: it is regular if represented in ternary, so representation is important).
I w …
4
votes
Determining states in a DFA
Here is one way of thinking about it. You are receiving a sequence of zeros and ones. At each moment the sequence might stop and you need to decide to accept or reject the resulting word. At each poin …