Conversion from Language to Grammar || GATECSE || TOC

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language to grammar in toc || conversion from language to grammar || conversion from language to grammar in toc || grammar in toc in hindi || language to grammar conversion || conversion of language to grammar || grammar to language || grammar to language in automata || context free grammar to language || regular language to grammar || regular language to cfg || grammar to language in toc || grammar to language in toc in hindi

The Theory of Computation (TOC) involves defining a language using a grammar, which is a set of rules for generating symbols. This approach offers advantages such as expressiveness, generativity, flexibility, reusability, and efficiency. The process involves language definition, grammar design, grammar transformation, and language generation. This approach is crucial for language processing algorithms and understanding language structure properties.

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Thank you sir ❤
Bahut cheeze clear Hui Hain
Main bahut dino se confuse thi
Previous year question dekh kar dimag kharab hone lgta tha
UGC NET ki tyari me bahut help mili hai
Thank you sir ❤❤

hardeepkaur
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Best videos of toc ever on YouTube tq sir💐💐❤❤

siddhipatel
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Sir, your toc vides very helpful tomorrow my exam conducted, now i am watching your videos, thank you so much sir.

Anujyadav-twph
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sir in regular grammar like that s->AB can we write two non terminal consectively ?

M_views
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please tell me whether this grammar is context free grammar or regular grammar

Memoranda
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in previous lecture you tought us that we can't write starting symbol S -> aS and S-> Null together
we cannot have null at S if S also start at RHS
so is there is any mistake in this part 7:36
can anyone explain plz

bknwpdp
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bohot zyada ad ate hai lekin apse hi padta hu

mbm.editzz
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Kya ye Regular? Grammar hai?
S-> AA?

rajnisamta