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Solving the min-degree constrained minimum spanning tree problem using heuristic and metaheuristic approaches

机译:使用启发式和元启发式方法求解最小度约束的最小生成树问题

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The min-degree constrained minimum spanning tree (MDCMST) problem seeks a spanning tree with minimum total cost such that each non-leaf node in the tree has a degree of at least d in the tree. MDCMST problem is NP-Hard. In this paper we have proposed a new heuristic and a metaheuristic approach to this problem. The metaheuristic approach consists of a recently proposed swarm intelligence technique called artificial bee colony algorithm. The proposed approaches have been tested on Euclidean and random instances both. For small values of d, the heuristic and ABC approach perform quite similar. However, advantage of ABC approach becomes clearly visible for larger values of d.
机译:最小度约束最小生成树(MDCMST)问题寻求具有最低总成本的生成树,以使树中的每个非叶节点在树中的度数至少为d。 MDCMST问题是NP-Hard。在本文中,我们针对此问题提出了一种新的启发式和元启发式方法。元启发式方法由最近提出的称为人工蜂群算法的群智能技术组成。提议的方法已经在欧几里得和随机实例上进行了测试。对于较小的d,启发式和ABC方法的效果非常相似。但是,对于较大的d值,ABC方法的优势变得显而易见。

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