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基于P-中位模型的聚类分析的新的拉格朗日松弛算法

A NEW LAGRANGEAN RELAXATION FOR CLUSTING PROBLEM BASED ON P-MEDIAN
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摘要 Clusting problem based on P-Median may be formulated a as 0-1 interger programming problem. In this paper we develop a Lagrangean heuristic algorithms based on relaxation of the inequality constraint. The computational performance of the method is analysed for 10 problems. Computational results show that the average duality gap are within 2%. Clusting problem based on P-Median may be formulated a as 0-1 interger programming problem. In this paper we develop a Lagrangean heuristic algorithms based on relaxation of the inequality constraint. The computational performance of the method is analysed for 10 problems. Computational results show that the average duality gap are within 2%.
出处 《数值计算与计算机应用》 CSCD 北大核心 1997年第3期167-172,共6页 Journal on Numerical Methods and Computer Applications
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