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| A NEW PRINCIPAL PIVOTING SCHEME FOR BOX LINEAR COMPLEMENTARITY PROBLEMS |
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Citation： |
Wang Zhemin.A NEW PRINCIPAL PIVOTING SCHEME FOR BOX LINEAR COMPLEMENTARITY PROBLEMS[J].Chinese Annals of Mathematics B,1997,18(1):65~70 |
| Page view： 1214
Net amount： 738 |
Authors： |
Wang Zhemin; |
Foundation： |
Project supported by the National Natural Science
Foundation of China under grant No. 79370020 |
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| Abstract： |
Judice and Pires developed in recent years principal pivoting methods for the
solving of the so-called box linear complementarity problems (BLCPs) where the
constraint matrices are restrictedly supposed to be of
$P$--matrices. This paper
aims at presenting a new principal pivoting scheme for BLCPs where the
constraint matrices are loosely supposed to be row sufficient.
This scheme can be
applied to the solving of convex quadratic programs subject to linear
constraints and arbitrary upper and lower bound constraints on
variables. |
Keywords： |
Box linear complementarity
problem, Row sufficient, Principal pivoting |
Classification： |
90C20, 90C25 |
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