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Consider the language L = { anb2n n 0 }.Give an implementation.pdf

The language l = { anb2n | n > 0 } is described, and its classification as regular, context-free, or not even context-free is evaluated. It is concluded that the language is accepted by a Turing machine, indicating that it is decidable. Therefore, the language is decidable.

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Consider the language L = { anb2n | n > 0 }. Give an implementation description for an enumerator for L Is L regular, context-free but not regular, or not even context-free? Is L decidable? Solution The given language is also acceptable by the turning machine. Therefore, the language is also a decidable.

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Consider the language L = { anb2n n 0 }.Give an implementation.pdf

  • 1.
    Consider the languageL = { anb2n | n > 0 }. Give an implementation description for an enumerator for L Is L regular, context-free but not regular, or not even context-free? Is L decidable? Solution The given language is also acceptable by the turning machine. Therefore, the language is also a decidable.