Explain how linear bounded automata could be constructed

Assignment Help Computer Engineering

Reference no: EM133794162

Problem: Machine Learning

I. Construct Turing machines that will accept the following languages on {a, b}:

i. L = {w: na (w) ≠ nb (w)}.
ii. L = {a^nb^na^nb^n : n ≠ 0}.

II. Sketch the design of a Turing machine that enumerates the following set in proper order:L={anbn:n≥1}. Use # as the special tape symbol and label your special state asstate "s".

III. Explain how linear bounded automata could be constructed to accept the following languages:L = {an : n = m2, m ≥ 1}.

IV. Write a two-tape Turing machine program that accepts a string w if and only if it is of the form w = vv, v ∈ {a, b} +

Reference no: EM133794162

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