Greibach Normal Form (GNF) | GNF Solved Examples | TOC | GATECS | Automata Theory

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In this video I have discussed that what is Greibach normal form. what is algorithm to fin the given grammar is GNF or not.
GNF stands for Greibach normal form. A CFG(context free grammar) is in GNF(Greibach normal form) if all the production rules satisfy one of the following conditions:
A start symbol generating ε. For example, S → ε.
A non-terminal generating a terminal. For example, A → a.
A non-terminal generating a terminal which is followed by any number of non-terminals. For example, S → aASB.
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correction ? A → null is not allowed in GNF......... any one plz confirm

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if A is start state then allowed as it will part of language , and we cannot change language , otherwise not allowed

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