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Emil Jeřábek
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Any grammar for the language $$L ={a^p}$$$L =a^p$,p $p$ is prime number of $$\mathbb$\mathbb{N}$$$

Any grammar for the language $$L ={a^p},p\ is\ prime\ and\ p\in \mathbb{N}$$? $$L =a^p,\text{ $p$ is prime and }p\in \mathbb{N}?$$

Is such a grammar related to any question of number theory like RH or the conjecture of twin primes?

Any grammar for the language $$L ={a^p}$$,p is prime number of $$\mathbb{N}$$

Any grammar for the language $$L ={a^p},p\ is\ prime\ and\ p\in \mathbb{N}$$?

Is such a grammar related to any question of number theory like RH or the conjecture of twin primes?

Any grammar for the language $L =a^p$, $p$ is prime number of $\mathbb{N}$

Any grammar for the language $$L =a^p,\text{ $p$ is prime and }p\in \mathbb{N}?$$

Is such a grammar related to any question of number theory like RH or the conjecture of twin primes?

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Any grammar for the language $$L ={a^p},p\ is\ prime\ and\ p\in \mathbb{N}$$?

Is such a Grammargrammar related to any question of number theory like RH or the conjecture of twin primes?primes?

Any grammar for the language $$L ={a^p},p\ is\ prime\ and\ p\in \mathbb{N}$$?

Is such a Grammar related to any question of number theory like RH or the conjecture of twin primes?

Any grammar for the language $$L ={a^p},p\ is\ prime\ and\ p\in \mathbb{N}$$?

Is such a grammar related to any question of number theory like RH or the conjecture of twin primes?

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Any grammar for the language $$L ={a^p}$$,p is prime number of $$\mathbb{N}$$

Any grammar for the language $$L ={a^p},p\ is\ prime\ and\ p\in \mathbb{N}$$?

Is such a Grammar related to any question of number theory like RH or the conjecture of twin primes?