Assume m is a tm whose program only allows the tape head to move right or stay stationery, but that it never moves left. prove that the language of m is decidable. in particular, give an algorithm which shows thatfor any input w to m we can decide if m(w) loop or halts. from this conclude we can decide l(m)= the set of strings w that m accepts.
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Which excerpt best states the central idea of the second paragraph of the dark game ?
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"ten from the sea to the sand he walks,to look in the soil, but not in the box''!
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Assume m is a tm whose program only allows the tape head to move right or stay stationery, but that...
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