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The Capacitated m Two-Node Survivable Star Problem: A Hybrid Metaheuristic Approach

机译:电容M双节点可生存的星形问题:混合成血造物方法

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In telecommunications, a traditional method to connect mul-titerminal systems is to use rings. The goal of the Capacitated m Ring Star Problem (CmRSP) is to connect terminals by m rings which meet at a distinguished node, and possibly by some pendant links, at minimum cost. In this paper, we introduce a relaxation for the CmRSP, called Capacitated m Two-Node Survivable Star Problem (CmTNSSP for short). The CmTNSSP belongs to the NP-Hard class of computational problems. Therefore, we address a GRASP hybrid metaheuristic which alternates local searches that obtain incrementally better solutions, and exact resolution local searches based on Integer Linear Programming models. In consonance with predictions provided by Clyde Monma, the network can be equally robust but cheaper than in the original CmRSP.
机译:在电信中,一种连接Mul-tidminal系统的传统方法是使用环。电容M个环星问题(CMRSP)的目的是将终端连接在尊重节点上,并且可能由一些吊坠链路以最小的成本连接。在本文中,我们为CMRSP引入了宽松,称为电容M个双节点可生存的星形问题(CMTNSSP for Short)。 CMTNSSP属于NP-Hard类的计算问题。因此,我们地址掌握了混合的混合成分型,其替代本地搜索可以获得逐步更好的解决方案,以及基于整数线性编程模型的精确分辨率本地搜索。在与Clyde Monma提供的预测的同理中,网络可以同样稳健,但比原始CMRSP便宜。

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