Solving the Delay-Constrained Least-Cost routing problem using Tabu Search with Edge Betweenness

¹ Laboratory of Mathematics and Applied Mathematics University of Jijel of Mathematics and Applied Mathematics (LMAM) Jijel
² Laboratory of Mathematics and Applied Mathematics University of Jijel of Mathematics and Applied Mathematics (LMAM) Jijel

Algeria boudjelidaamina@gmail.com
Algeria lemouariali@yahoo.fr

Abstract

Multicast routing consists of concurrently sending the same information from a source to a subset of all possible destinations in a computer network thus becomes an important technology communication. To solve the problem, a current approach for efficiently supporting a multicast session in a network consists of establishing a multicast tree that covers the source and all terminal nodes. This problem can be reduced to a minimal Steiner tree problem (MST) which aims to look for a tree that covers a set of nodes with a minimum total cost, the problem is NP-hard. In this paper, we investigate metaheuristics approaches for the Delay-Constrained Least-Cost (DCLC) problem, we propose a novel algorithm based on Tabu Search procedure with the Edge Betweenness (EB). The EB heuristic used first to improve KMB heuristic, able to measure the edge value to being included in a given path. The obtained solution improved using the tabu search method. The performance of the proposed algorithm is evaluated by experiments on a number of benchmark instances from the Steiner library. Experimental results show that the proposed metaheuristic gives competitive results in terms of cost and delay compared to the optimal results in Steiner library and other existing algorithms in the literature.