Prove that if the promise problem is Cook-reducible to a promise problem that is solvable in polynomial time, then is solvable in polynomial time. Note that the solver may not halt on inputs that...



Prove that if the promise problem is Cook-reducible to a promise


problem that is solvable in polynomial time, then is solvable in polynomial time.


Note that the solver may not halt on inputs that violate the promise.


Guideline: Any polynomial-time algorithm solving any promise problem can be modified such that it halts on all inputs.



Dec 18, 2021
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