一种提高DEO效率的基于仿真的切割生成方法:缓冲区分配案例

Mengyi Zhang, A. Matta, A. Alfieri, Giulia Pedrielli
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摘要

随机缓冲区分配问题(BAP)在许多领域都很有名,它被描述为NP-Hard。它处理系统各阶段间缓冲空间的最优分配。仿真优化是近似求解该问题的一种可行方法。特别地,我们提到离散事件优化(DEO)。根据这种方法,BAP仿真优化可以建模为一个混合整数规划模型。尽管具有用于仿真和优化的单一模型的优势,但其解决方案可能非常苛刻。在这项工作中,我们提出了一种弯曲分解方法来有效地求解BAP的大型DEO,其中切割是通过模拟生成的。数值实验表明,采用该方法可以显著缩短计算时间。
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A simulation based cut generation approach to improve DEO efficiency: The Buffer Allocation case
The stochastic Buffer Allocation Problem (BAP) is well known in several fields and it has been characterized as NP-Hard. It deals with the optimal allocation of buffer spaces among stages of a system. Simulation Optimization is a possible way to approximately solve the problem. In particular, we refer to the Discrete Event Optimization (DEO). According to this approach, BAP simulation optimization can be modeled as a Mixed Integer Programming model. Despite the advantages deriving from having a single model for both simulation and optimization, its solution can be extremely demanding. In this work, we propose a Benders decomposition approach to efficiently solve large DEO of BAP, in which cuts are generated by simulation. Numerical experiment shows that the computation time can be significantly reduced by using this approach.
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