Lec 41 | DFA to Regular Expression | Automata Theory | Theory of Computation (TOC) | BTech 3rd Year

Описание: DFA to Regular Expression conversion explained in Theory of Computation (TOC) for BTech 3rd Year students, covering Automata Theory Unit 2 as per the university semester syllabus.

DFA to Regular Expression | Automata Theory | Theory of Computation (TOC) | BTech 3rd Year

Useful Links |

Sachin Bhardwaaj (Instagram) https://www.instagram.com/sachin.bhar...

Aniket Anand ( TOC Faculty ) https://www.instagram.com/aniket.anan...

Coding Junction Channel    / @codingjunctionyt  

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▶️ BTech Subject Playlists :

Theory of Computation (Playlist)    • Theory of Computation (TOC) Full Course | ...  
⏱️ Time Stamps
Will add as soon as one of you helps with the timeline in the comments 🙂

This video lecture on DFA to Regular Expression, a core conversion topic of Automata Theory and Theory of Computation, is designed for BTech 3rd Year Computer Science and IT students. In this lecture, we explain methods to convert a DFA into an equivalent regular expression, including state elimination technique and systematic reduction, with step-by-step explanation and exam-oriented approach.

This lecture is especially useful for RGPV BTech 3rd Year students from branches such as CSE, IT, AIML, DS, and is equally relevant for students of AKTU, VTU, GTU, JNTU, SPPU, Anna University, and other Indian engineering universities. The explanation is procedural, logical, and exam-focused, making it ideal for Theory of Computation Unit 2 preparation and semester revision.

📘 This Theory of Computation Playlist Will Include:

Introduction to Set Theory
Basic Terms of Automata Theory
Introduction to Automata Theory
Finite State Automata
Deterministic Finite Automata (DFA)
Non-Deterministic Finite Automata (NFA)
Epsilon NFA & Epsilon Closure
Regular Expression
Identities of Regular Expression
Regular Expression Numericals
Arden’s Theorem with Proof
Conversion of Regular Expression to ε-NFA
DFA to Regular Expression
Context Free Grammar & Chomsky Hierarchy
Pushdown Automata (PDA)
Turing Machine & Decidability

This Video Is Helpful For:

BTech 3rd Year – CSE / IT / AIML / DS students
Theory of Computation Unit 2 preparation
DFA to Regular Expression conversion
State elimination method
TOC full course from basics
University exam and GATE foundation

Understanding DFA to Regular Expression conversion is essential for regular language characterization, compiler design, and solving high-weightage conversion problems in Theory of Computation exams. This lecture is also useful for B.Sc., M.Sc., B.Tech, and M.Tech students, and for those preparing for higher studies and competitive examinations.

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