Lec 23 | Myhill–Nerode Theorem – Minimization of DFA | Automata Theory | Theory of Computation

Myhill–Nerode Theorem for Minimization of DFA explained in Theory of Computation (TOC) for BTech 3rd Year students, covering Automata Theory Unit 1 as per the university semester syllabus. Myhill–Nerode Theorem – Minimization of DFA | 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   BTech Junction Website Coming Soon.. ▶️ 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 the Myhill–Nerode Theorem, an advanced and conceptually important topic of Automata Theory and Theory of Computation, is designed for BTech 3rd Year Computer Science and IT students. In this lecture, we explain the statement of the Myhill–Nerode theorem, the concept of right-invariant equivalence relations, and how the theorem is used for DFA minimization and for proving whether a language is regular or not, with exam-oriented explanation. 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 theory-focused, structured, and exam-oriented, making it ideal for Theory of Computation Unit 1 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) Minimization of DFA Equivalence Theorem Myhill–Nerode Theorem Non-Deterministic Finite Automata (NFA) Regular Expressions & Arden’s Theorem 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 1 preparation Myhill–Nerode Theorem for DFA minimization Regular language characterization TOC full course from basics University exam and GATE foundation The Myhill–Nerode Theorem is a powerful theoretical tool used to characterize regular languages and prove DFA minimality, making it a high-weightage topic 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. 🏷️ Keywords : theory of computation theory of computation toc theory of computation btech theory of computation unit 1 myhill nerode theorem myhill nerode theorem automata dfa minimization myhill nerode regular language myhill nerode automata theory myhill nerode toc full course theory of computation lecture 23 rgpv theory of computation myhill nerode theorem university exam myhill nerode btech sachin sir toc sachin bhardwaaj theory of computation 🔖 Hashtags #theoryofcomputation #btechjunction #rgpv