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AN ASYMPTOTICAL O((k + 1)n^3L) AFFINE SCALING ALGORITHM FOR THE P_*(k)-MATRIX LINEAR COMPLEMENTRITY PROBLEM 被引量:2
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作者 Zhe-ming Wang Zheng-hai Huang Kun-ping Zhou 《Journal of Computational Mathematics》 SCIE CSCD 2001年第2期177-186,共10页
Based on the generalized Dikin-type direction proposed by Jansen et al in 1997, we give out in this paper a generalized Dikin-type affine scaling algorithm for solving the P-*(kappa)-matrix linear complementarity prob... Based on the generalized Dikin-type direction proposed by Jansen et al in 1997, we give out in this paper a generalized Dikin-type affine scaling algorithm for solving the P-*(kappa)-matrix linear complementarity problem (LCP). Form using high-order correctors technique and rank-one updating, the iteration complexity and the total computational turn out asymptotically O((kappa + 1)root nL) and O((kappa + 1)n(3)L) respectively. 展开更多
关键词 linear complementarity problem P*(k)-matrix affine scaling algorithm
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An Affine Scaling Algorithm for Biobjective Linear Programming
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作者 Marco Antonio Figueiredo Menezes Nelson Maculan 《Journal of the Operations Research Society of China》 CSCD 2024年第4期937-951,共15页
Given a biobjective linear programming problem,we develop an affine scaling algorithm with min-max direction and demonstrate its convergence for an efficient solution.We implement the algorithm for some minor issues i... Given a biobjective linear programming problem,we develop an affine scaling algorithm with min-max direction and demonstrate its convergence for an efficient solution.We implement the algorithm for some minor issues in the literature. 展开更多
关键词 Multiobjective linear programming Biobjective linear programming affine scaling algorithm OPTIMIZATION
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