Chomsky Normal Form | CNF | CNF with examples | TOC | Automata Theory

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CNF stands for Chomsky normal form. A CFG(context free grammar) is in CNF(Chomsky normal form) if all production rules satisfy one of the following conditions:
1. Start symbol generating ε. For example, A → ε.
2. A non-terminal generating two non-terminals. For example, S → AB.
3. A non-terminal generating a terminal. For example, S → a.

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