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Recent activity by Yash Karkhur
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GATE CSE 2006 | Question: 29
If $s$ is a string over $(0+1)^*$ then let $n_0(s)$ denote the number of $0$'s in $s$ and $n_1(s)$ the number of $1$'s in $s$. Which one of the following languages is not regular? $L=\left \{ s\in (0+1)^* \mid n_{0}(s) \text{ is a 3-digit prime } \right \}$ ... $L=\left \{ s\in (0+1)^*\mid n_{0}(s) \mod 7=n_{1}(s) \mod 5=0 \right \}$
If $s$ is a string over $(0+1)^*$ then let $n_0(s)$ denote the number of $0$’s in $s$ and $n_1(s)$ the number of $1$’s in $s$. Which one of the following languages i...
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Feb 1, 2019
Theory of Computation
gatecse-2006
theory-of-computation
normal
regular-language
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