Business
Business, 12.12.2019 05:31, natebarr17

There is a set of ground elements e = {e1, e2, . . , en} and a collection of m subsets s1, s2, . . , sm of the ground elements (that is, si βŠ† e for 1 ≀ i ≀ m).the goal is to select a minimum cardinality set a of ground elements such that a contains at least one element from each subset si. give a polynomial time algorithm for this problem or state the decision version of this problem and prove that it is np-complete.

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There is a set of ground elements e = {e1, e2, . . , en} and a collection of m subsets s1, s2, . ....

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