A parametric programming approach to redefine the global configuration of resource constraints of 0-1-Integer Linear Programming problems.

Published: 2016/10/12

(Mixed) Integer Linear Programming, Applications - OR and Management Sciences, Multi-Criteria Optimization bottlenecks, integer programming, multiple objective programming, parametric programming, resource constraints Short URL: https://optimization-online.org/?p=14212

A mathematical programming approach to deal with the global configuration of resource constraints is presented. A specialized parametric programming algorithm to obtain the pareto set for the biobjective problem that appears to deal with the global configuration for 0-1-Integer Linear Programing problems is presented and implemented. Computational results for Multiconstrained Knapsack problems and Bounded Knapsack problems are presented.

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Escuela de Computación, Facultad de Ciencias, Universidad Central de Venezuela

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