Prove that if a feasible solution to a maximum problem in equality form is locally optimal, then
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Prove that if a feasible solution to a maximum problem in equality form is locally optimal, then it is optimal. (A solution is locally optimal if its objective value exceeds those of all feasible points in some neighborhood of this solution.)
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Related Book For
Introduction To The Mathematics Of Operations Research With Mathematica
ISBN: 9781574446128
1st Edition
Authors: Kevin J Hastings
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