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Language identification wwR w belongs to {0,1}+ wwRx wxwR xwwR and wxw^R is a regular language, language WXWR is regular?, WXWR is regular on {a,b} . X can be anything .
so we can rewrite this language as " starting bit and ending bit are same " which is a regular language .Theory of Computation, Automata Theory, gate, iit, lectures, tutorial, in hindi, Alphabets, Strings, Formal Languages and Grammars,
deterministic finite automata,
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Reducibility among Problems,
Finite-State Transducers,
Finite-State Automata and Regular Languages,
Limitations of Finite-Memory Programs,
Closure Properties for Finite-Memory Programs,
Decidable Properties for Finite-Memory Programs,
Pushdown Transducers,
Context-Free Languages,
Limitations of Recursive Finite-Domain Programs,
Closure Properties for Recursive Finite-Domain Programs,
Decidable Properties for Recursive Finite-Domain Programs,
Turing Transducers,
Programs and Turing Transducers,
Nondeterminism versus Determinism,
Universal Turing Transducers,
Undecidability,
Turing Machines and Type 0 Languages,
Post's Correspondence Problem,
Nondeterministic Polynomial Time,
NP-Complete Problems,
Polynomial Space,
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