Using vector divisions in solving linear complementarity problem

The linear complementarity problem is to find vector $z$ in $\mathrm{IR}^{n}$ satisfying $z^{T}(Mz+q)=0$, $Mz+q\geqslant0,$ $z\geqslant0$, where $M$ as a matrix and $q$ as a vector, are given data; this problem becomes in present the subject of much important research because it arises in many areas...

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Bibliographic Details

Main Authors:	Elfoutayeni, Youssef, Khaladi, Mohamed
Format:	Journal Article
Language:	English
Published:	09-05-2010
Subjects:	Computer Science - Numerical Analysis Mathematics - Numerical Analysis
Online Access:	Get full text
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