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Steps to Convert CFG to CNF Step 1: Eliminate the Start Symbol from RHS. Step 2: Remove Null, Unit, and Useless Productions. Step 3: Replace Terminals in Mixed Productions. Step 4: Reduce Productions with More Than Two Non-Terminals.
Normal Forms A grammar is in a normal form if its production rules have a special structure: Chomsky Normal Form: Productions are of the form A BC or A a, where A,B,C are variables and a is a terminal symbol. Greibach Normal Form Productions are of the form A a, where V and A V .
Every grammar in Chomsky normal form is context-free, and conversely, every context-free grammar can be transformed into an equivalent one which is in Chomsky normal form and has a size no larger than the square of the original grammars size.
A context-free grammar is said to be in Chomsky normal form if every production rule is one of the form ABC or Aa, where A,B,CN and aT. Also, if L(G), the language generated by G, then s is a production and s does not appear on the right-hand side of any production.
Definition: A context-free grammar G = (V, , R, S) is in normal form if and only if R. contains no rules of the form. 1. A , for any A V , or 2.
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So what is Chomsky normal form? A CFG is in Chomsky normal form when every rule is of the form A BC and A a, where a is a terminal, and A, B, and C are variables. Further B and C are not the start variable. Additionally we permit the rule S where S is the start variable, for technical reasons.
Improved Data Consistency: The chomsky normal form helps maintain data consistency by enforcing referential integrity through relationships and constraints. This ensures that data dependencies are properly managed, and only valid and consistent data can be stored in the database.

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