Turing Machine for Language L = wwʳ | Detecting Even Palindromes in Automata Theory

🎓 Welcome to the "Theory of Computation & Automata" Series!

In this video, we explain how to construct a Turing Machine that accepts L = wwʳ, i.e., even-length palindromes, where the second half is the reverse of the first half.

📌 What You’ll Learn:

Meaning and structure of L = wwʳ

How to design a Turing Machine that accepts even palindromes

Transition logic to match mirrored symbols

Tape movement strategy for marking and comparison

Final accepting state configuration

📘 This language is not regular and not context-free, making it an ideal candidate to explore the full power of Turing Machines.

💡 Great for GATE, UGC-NET, and university-level students aiming to master Turing Machines and advanced automata concepts.

👍 Like the video, 💬 Comment with doubts, and 🔔 Subscribe for more videos from the series.

💡 In this Lecture Series:

Episode 1 - Introduction of Automata: - https://youtu.be/X7Dcc6lo-0U

Episode 2 - Language | Finite & Infinite Languages: - https://youtu.be/avQl_m-CZbE

Episode 3 - Kleene Star and Kleene Plus: -https://youtu.be/O_XClg5RnRw

Episode 4 - Deterministic Finite Automata (DFA): - https://youtu.be/9J1XGewV0Io

Episode 5 - Important Questions of DFA, Dead and Trap State: - https://youtu.be/BRFBL5-lSyk

Episode 6 - Non-Deterministic Finite Automata (NFA): - https://youtu.be/h-AK5NHKH9E

Episode 7 - NFA to DFA Conversion: - https://youtu.be/4b5mGBNKgis

Episode 8 - DFA Minimization using Myphill-Nerode Theorem: - https://youtu.be/GHdTn7XaQVA

Episode 9 - DFA Minimization using Equivalence Theorem: - https://youtu.be/-1Qh-swLJFc

Episode 10 - Mealy Machine: - https://youtu.be/MGj_M8UA1Pw

Episode 11 - Examples of Mealy Machine: - https://youtu.be/YI16G1dOX-4

Episode 12 - Moore Machine: - https://youtu.be/yuFFWbQe-LY

Episode 13 - Moore Machine to Mealy Machine Conversion: - https://youtu.be/CN4ZlMXJctc

Episode 14 - Mealy Machine to Moore Machine Conversion: - https://youtu.be/0a-Tu5okZ2I

Episode 15 - Gammar: - https://youtu.be/wqlkNln3g4E

Episode 16 - Classification of Grammar: - https://youtu.be/tze69avNRQU

Episode 17 -Regular Language and Regular Expression: -

Episode 18 - Arden's Theorem for Finite Automata to Regular Language: - https://youtu.be/g4rNR_o4p4Y

Episode 19 - State Elimination Method for Finite Automata to Regular Language: - https://youtu.be/m_nuUlJxYf4

Episode 20 - Regular Expression to Finite Automata: - https://youtu.be/z9U9muuq7p4

Episode 21 - Pumping Lemma for Regular Languages: - https://youtu.be/rRFhAV7dEJU

Episode 22 - Closure Properties of Regular Languages: - https://youtu.be/Q6MXI2dUorI

Episode 23 - Context Free Grammar (CFG) & it's Derivation Tree: - https://youtu.be/v96Ci0ebC4k

Episode 24 - Leftmost & Rightmost Derivations Tree: - https://youtu.be/lAFwkaRhSBQ

Episode 25 - CFG Simplification : - https://youtu.be/ZzCqPab5Log

Episode 26 - Chomsky Normal Form (CNF) Explained: - https://youtu.be/3OqdH7j9ADY

Episode 27 - Greibach Normal Form (GNF): - https://youtu.be/p6H_y8D5mPI

Episode 28 - Pushdown Automata (PDA): - https://youtu.be/hto68_jYGxc

Episode 29 - PDA to CFG Conversion: - https://youtu.be/zrCctAOL0p4

Episode 30 - Turing Machine | TM for L = {aⁿbⁿ}: - https://youtu.be/zUYaNYxQuKY

Episode 31 - Turing Machine for L = {aⁿbⁿcⁿ}: - https://youtu.be/9pyt16KZKyE

Episode 32 - Turing Machine for L = wwʳ | Even Palindrome: - https://youtu.be/480ghRIfi9I

💡 Other Playlist:

Theory of Computation and Automata: - https://www.youtube.com/playlist?list=PLfvuiiJ4Iz1HVeTV7rFCNsqqIgTvQ2MSy

Design and Analysis of Algorithms: - https://www.youtube.com/playlist?list=PLfvuiiJ4Iz1H8uVaTv0LEGKXksZUBGIbO

Web Development: - https://www.youtube.com/playlist?list=PLfvuiiJ4Iz1HnmPqyMboi558YQKgArc6d
💡 Who Should Watch?

Students preparing for GATE, NET, or other competitive exams.
Programmers are gearing up for coding interviews.
Anyone looking to strengthen their understanding of the Theory of Computation & Automata.

💻 Perfect For:

Algorithm enthusiasts.
Competitive programmers.
Students preparing for exams or interviews.


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