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All set of polynomial questions which can be solved by a turing machine using a polynomial amount of space:

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All set of polynomial questions which can be solved by a turing machine using a polynomial amount of space:

(a) PSPACE

(b) NPSPACE

(c) EXPSPACE

(d) None of the mentioned

This question was addressed to me in exam.

I need to ask this question from PSPACE topic in division Other Classes Of Problems of Automata Theory

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Best answer
Correct option is (a) PSPACE

The best I can explain: PSPACE is the problem class which contains all set of decision problems which can be solved using a turing machine taking polynomial amount of space.

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