Question: partition problem reduction to the scheduling problem defined below. scheduling In: A number of processors m N, a (finite) set of tasks T where each

partition problem reduction to the scheduling problem defined below.

scheduling

In: A number of processors m N, a (finite) set of tasks T where each task x T has an associated duration d(x) N, and a positive integer D.

Q: Is it possible to partition the set T into m parts T1, . . . , Tm (i.e., pairwise disjoint sets covering T) such that P xTi d(x) D for every 1 i m?

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