Constructing a Turing Machine for the Language L = { 0^n 1^n | n ≥ 1 }

This problem involves designing a Turing Machine that recognizes the language L = { 0^n 1^n | n ≥ 1 }. The task includes constructing the machine and understanding its operation within the theory of computation.

Constructing a Turing Machine for the Language L = { 0^n 1^n | n ≥ 1 }
PRINCE OF PROGRAMMING
287 views • Jul 2, 2024
Constructing a Turing Machine for the Language L = { 0^n 1^n | n ≥ 1 }

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Turing Machine Problem - Construct a turing machine for the language
L={ 0^n1^n| n ≥ 1 }

#theoryofcomputation #turing #turingmachine #tmexample #turingmachineexample #multipletracks #checkingoff #subroutine #finitecontrol #storage #finiteautomata #regularexpressions #pcp #postcorrespondenceproblem #regularlanguages #toc #computerscience

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TOPIC - Turing Machine Problem - Construct a turing machine for the language
L={ 0^n 1^n | n ≥ 1 } https://youtu.be/1jOtvFPsoRM

 Initially the Turing Machine M contains 0n 1n followed by an infinity of Blanks.

 M repeatedly replaces the leftmost 0 by X and moves right to the leftmost 1 replacing it by Y.

 Then moves left to the left most X then moves one cell right to the leftmost 0 and repeats the cycle.



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Video Information

Views

287

Duration

15:25

Published

Jul 2, 2024

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