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ON THE MONOTONE CONVERGENCE OF THE PROJECTED ITERATION METHODS FOR LINEAR COMPLEMENTARITY PROBLEMS
作者姓名:白中治
作者单位:Institute of
摘    要:Under suitable conditions,the monotone convergence about the projected iteration method for solving linear complementarity problem is proved and the influence of the involved parameter matrix on the convergence rate of this method is investigated.


ON THE MONOTONE CONVERGENCE OF THE PROJECTED ITERATION METHODS FOR LINEAR COMPLEMENTARITY PROBLEMS
Bai Zhong-zhi Institute of Computational Mathematics & Scientific/Engineering Comm-puting,Chinese Academy of Sciences,P. O. Box ,Beijing ,PRC..ON THE MONOTONE CONVERGENCE OF THE PROJECTED ITERATION METHODS FOR LINEAR COMPLEMENTARITY PROBLEMS[J].Numerical Mathematics A Journal of Chinese Universities English Series,1996(2).
Authors:Bai Zhong-zhi Institute of Computational Mathematics & Scientific/Engineering Comm-puting  Chinese Academy of Sciences  P O Box  Beijing  PRC
Institution:Bai Zhong-zhi Institute of Computational Mathematics & Scientific/Engineering Comm-puting,Chinese Academy of Sciences,P. O. Box 2719,Beijing 100080,PRC.
Abstract:Under suitable conditions,the monotone convergence about the projected iteration method for solving linear complementarity problem is proved and the influence of the involved parameter matrix on the convergence rate of this method is investigated.
Keywords:Linear complementarity problem  projected iteration method  monotone convergence  
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