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Reformulation of the Quadratic Multidimensional Knapsack Problem as Copositive/Completely Positive Prorams

机译:二次多维背包问题的重新塑造作为连翘/完全正面计划

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The general (nonconvex) quadratic multidimensional knapsack problem (QMKP) is one of the most important combinatorial optimization problems with many practical applications. The purpose of this article is to establish equivalent formulations of (QMKP) as so called copositive programs and completely positive programs. The resulting programs can then be handled by copositive programming methods, which are completely different from classical algorithms for directly solv-ing quadratic knapsack problems.
机译:一般(非渗透)二次多维背包问题(QMKP)是许多实际应用中最重要的组合优化问题之一。本文的目的是建立等同的(QMKP)配方,如所谓的连体计划和完全正面的计划。然后可以通过成分编程方法处理所产生的程序,其与经典算法完全不同,以直接溶解二次背粘问题。

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