2 I fixed the formula, and a few other grammatical errors
source | link

Context free grammar for $bin(n)(bin(n+1)^R$

It is pretty hard for me to understand, how binary representation of number may be context free. This language $L=\{bin(n)(bin(n+1)^R : n \geq 0\}$$L=\{bin(n)bin(n+1)^R : n \geq 0\}$ is context free - .

hereHere, at 1.b, is a PDA which describes this language, so it is context free. I've tried to construct a context free grammar for this one, but I have no idea when to even start. How can I express ina CFG binary representation of a number  ? I would be very glad for any suggestions.

Context free grammar for $bin(n)(bin(n+1)^R$

It is pretty hard for me to understand, how binary representation of number may be context free. This language $L=\{bin(n)(bin(n+1)^R : n \geq 0\}$ is context free - here at 1.b is PDA which describes this language, so it is context free. I've tried to construct context free grammar for this one, but I have no idea when to even start. How can I express in CFG binary representation of number  ? I would be very glad for any suggestions.

Context free grammar for $bin(n)bin(n+1)^R$

It is pretty hard for me to understand, how binary representation of number may be context free. This language $L=\{bin(n)bin(n+1)^R : n \geq 0\}$ is context free.

Here, at 1.b, is a PDA which describes this language, so it is context free. I've tried to construct a context free grammar for this one, but I have no idea when to even start. How can I express a CFG binary representation of a number? I would be very glad for any suggestions.

1
source | link

Context free grammar for $bin(n)(bin(n+1)^R$

It is pretty hard for me to understand, how binary representation of number may be context free. This language $L=\{bin(n)(bin(n+1)^R : n \geq 0\}$ is context free - here at 1.b is PDA which describes this language, so it is context free. I've tried to construct context free grammar for this one, but I have no idea when to even start. How can I express in CFG binary representation of number ? I would be very glad for any suggestions.