Please use this identifier to cite or link to this item: https://research.matf.bg.ac.rs/handle/123456789/1368
Title: An Efficient Solution Approach to the p-Next Center Problem
Authors: Tasić, Jelena 
Affiliations: Numerical Mathematics and Optimization 
Keywords: Combinatorial optimization;fast interchange heuristic;p-next center problem;variable neighborhood search
Issue Date: 1-Jan-2024
Publisher: Beograd : Društvo matematičara Srbije
Journal: Matematički Vesnik
Abstract: 
An extension of the p-center problem, called the p-next center problem, is considered in this paper. In practice, it has been shown that centers can close suddenly due to a problem (accident, staff shortage, technical problem, etc.). In this case, customers should proceed to the backup center-the one closest to the closed center. Both the p-center problem and the p-next center problem are NP-hard, so approximation methods are suitable for solving them. In this paper, an efficient solution approach based on Skewed Variable Neighborhood Search (SVNS) is proposed for the p-next center problem. The performance of the proposed SVNS method is evaluated on a set of pmed instances with up to 900 nodes. The obtained computational results are presented and compared with the best results from the literature, confirming the efficiency and stability of the proposed method in solving the p-next center problem.
URI: https://research.matf.bg.ac.rs/handle/123456789/1368
ISSN: 00255165
DOI: 10.57016/MV-RBJS4362
Rights: Attribution 3.0 United States
Appears in Collections:Research outputs

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