Acta Mathematica Vietnamica
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POLYHEDRAL ANNEXATION VS OUTER APPROXIMATION FOR THE DECOMPOSITION OF MONOTONIC QUASICONCAVE MINIMIZATION PROBLEMS
HOANG TUY, BUI THE TAMpp. 99-114
Abstract
We discuss polyhedral annexation and outer approximation methods for the decomposition of linearly constrained quasiconcave minimization problems with a special structure of monotonicity. We show that polyhedral annexation is generally superior, except when the problem has some additional structure.