ch4 - ELEMENTS OF COMPUTATION THEORY Chapter 4...

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Undergraduate Course ELEMENTS OF COMPUTATION THEORY College of Computer Science Chapter 4 ZHEJIANG UNIVERSITY Fall-Winter, 2007 P 191 4.1.2 Let M = ( K, ,δ,s, { h } ) , where K = { q 0 ,q 1 ,q 2 ,h } , = { a,b, t ,. } , s = q 0 , and δ is given by the following table (the transitions on . are δ ( q,. ) = ( q,. ) , and are omitted). q σ δ ( q,σ ) q 0 a ( q 1 , ) q 0 b ( q 0 , ) q 0 t ( q 0 , ) q 1 a ( q 1 , ) q 1 b ( q 2 , ) q 1 t ( q 1 , ) q 2 a ( q 2 , ) q 2 b ( q 2 , ) q 2 t ( h, t ) ( a ) Trace the computation of M starting from the configuration ( q 0 ,.ab b t bb t t t aba ) . ( b ) Describe informally what M does when started in q 0 on any square of a tape. Solution: ( a ) ( q 0 ,.ab b t bb t t t aba ) M ( q 0 ,.abb t bb t t t aba ) M ( q 0 ,.abb t bb t t t aba ) M ( q 0 ,.abb t b b t t t aba ) M ( q 0 ,.abb t bb t t t aba ) M ( q 0 ,.abb t bb t t t aba ) M ( q 0 ,.abb t bb t t t aba ) M ( q 0 ,.abb t bb t tt aba ) M ( q 0 ,.abb t bb t t t
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ch4 - ELEMENTS OF COMPUTATION THEORY Chapter 4...

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