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Heuristics for the Design of Reliable Networks with k-Tree Topology

Roman E. Shangin, Panos M. Pardalos, Anatoly V. Panyukov

Abstract


In this paper we consider the NP-complete problem of finding a spanning k-tree of minimum weight in a complete weighted graph. This problem has a number of applications in designing reliable backbone telecommunication networks. We propose effective algorithms based on a greedy strategy and several variable neighborhood search metaheuristics. We also develop an integer linear programming model for calculating a lower bound. Preliminary numerical experiments using random and real-word data sets are reported to show the effectiveness of our approach. In addition, we compare our approach with known metaheuristics.

Keywords


robust networks, network design, k-trees, variable neighborhood search.

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