A Heuristic Algorithm for Multi-layer Network Optimization in Cloud Computing

A. Hadian, M. Bagherian, B. F. Vajargah
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引用次数: 1

Abstract

Background: One of the most important concepts in cloud computing is modeling the problem as a multi-layer optimization problem which leads to cost savings in designing and operating the networks. Previous researchers have modeled the two-layer network operating problem as an Integer Linear Programming (ILP) problem, and due to the computational complexity of solving it jointly, they suggested a two-stage procedure for solving it by considering one layer at each stage. Aim: In this paper, considering the ILP model and using some properties of it, we propose a heuristic algorithm for solving the model jointly, considering unicast, multicast, and anycast flows simultaneously. Method: We first sort demands in decreasing order and use a greedy method to realize demands in order. Due to the high computational complexity of ILP model, the proposed heuristic algorithm is suitable for networks with a large number of nodes; In this regard, various examples are solved by CPLEX and MATLAB soft wares. Results: Our simulation results show that for small values of M and N CPLEX fails to find the optimal solution, while AGA finds a near-optimal solution quickly. Conclusion: The proposed greedy algorithm could solve the large-scale networks approximately in polynomial time and its approximation is reasonable.
云计算中多层网络优化的启发式算法
背景:云计算中最重要的概念之一是将问题建模为多层优化问题,从而在设计和操作网络时节省成本。先前的研究人员将两层网络运行问题建模为整数线性规划(ILP)问题,由于联合求解的计算复杂性,他们提出了一个两阶段的过程来解决它,每阶段考虑一层。目的:本文在考虑ILP模型的基础上,利用该模型的一些特性,提出了一种同时考虑单播、组播和任播流的联合求解模型的启发式算法。方法:首先对需求进行降序排序,利用贪心法实现需求的有序化。由于ILP模型的计算复杂度较高,本文提出的启发式算法适用于节点数量较多的网络;在这方面,用CPLEX和MATLAB软件对各种实例进行了求解。结果:我们的仿真结果表明,对于较小的M和N值,CPLEX无法找到最优解,而AGA能够快速找到接近最优解。结论:提出的贪心算法可以在多项式时间内近似求解大规模网络,其近似是合理的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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