AbstractThe paper is a collection of results on the linear complementarity problem (q, M). The results are stated in terms of the matrix M
In this paper, we present a theoretical and numerical study of linear complementary problems solvabl...
AbstractThe relationship between the number of solutions to the complementarity problem, w = Mz + q,...
AbstractThis paper deals with the class of Q-matrices, that is, the real n × n matrices M such that ...
AbstractThe paper is a collection of results on the linear complementarity problem (q, M). The resul...
This study centers on the task of efficiently finding a solution of the linear complementarity probl...
AbstractThis paper deals with the class of Q-matrices, that is, the real n × n matrices M such that ...
AbstractWe pose and answer two questions about solutions of the linear complementarity problem (LCP)...
AbstractIn this paper we investigate a subclass W of the n × n real matrices. A matrix M belongs to ...
AbstractThis paper provides an introduction to complementarity problems, with an emphasis on applica...
AbstractWe introduce a new matrix class Pc, which consists of those matrices M for which the solutio...
AbstractThis paper unifies several recent characterizations of Minkowski matrices (nonsingular M-mat...
The linear complementarity problem is that of finding an n x 1 vector z such that, Mz + q 2 0, z 2 0...
AbstractThis paper is a study of the linear complementarity problems with diagonally dominant matric...
AbstractWe show that a square matrix A with at least one positive entry and all principal minors neg...
It is shown that the linear complementarity problem of finding an n-by-1 vector x such that Mx + q ...
In this paper, we present a theoretical and numerical study of linear complementary problems solvabl...
AbstractThe relationship between the number of solutions to the complementarity problem, w = Mz + q,...
AbstractThis paper deals with the class of Q-matrices, that is, the real n × n matrices M such that ...
AbstractThe paper is a collection of results on the linear complementarity problem (q, M). The resul...
This study centers on the task of efficiently finding a solution of the linear complementarity probl...
AbstractThis paper deals with the class of Q-matrices, that is, the real n × n matrices M such that ...
AbstractWe pose and answer two questions about solutions of the linear complementarity problem (LCP)...
AbstractIn this paper we investigate a subclass W of the n × n real matrices. A matrix M belongs to ...
AbstractThis paper provides an introduction to complementarity problems, with an emphasis on applica...
AbstractWe introduce a new matrix class Pc, which consists of those matrices M for which the solutio...
AbstractThis paper unifies several recent characterizations of Minkowski matrices (nonsingular M-mat...
The linear complementarity problem is that of finding an n x 1 vector z such that, Mz + q 2 0, z 2 0...
AbstractThis paper is a study of the linear complementarity problems with diagonally dominant matric...
AbstractWe show that a square matrix A with at least one positive entry and all principal minors neg...
It is shown that the linear complementarity problem of finding an n-by-1 vector x such that Mx + q ...
In this paper, we present a theoretical and numerical study of linear complementary problems solvabl...
AbstractThe relationship between the number of solutions to the complementarity problem, w = Mz + q,...
AbstractThis paper deals with the class of Q-matrices, that is, the real n × n matrices M such that ...
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