A class of valid inequalities for multilinear 0-1 optimization problems. Discrete Optimization, 25:28-47, 2017.Y. Crama and E. Rodr´iguez-Heck. A class of valid inequalities for multilinear 0 - 1 optimization problems. Discrete Optimization, 25:28-47, 2017....
A valid inequality refers to constraints that can be used to enhance mathematical optimization models, particularly Mixed-Integer Linear Optimization (MILO) problems. These inequalities help improve the efficiency of solving optimization models by reducing the feasible set and enhancing lower bounds in bra...
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