In this paper, we consider a class of n-person noncooperative games, where the utility
function of every player is given by a homogeneous polynomial defined by the payoff tensor …

In this paper, we propose a non-interior continuation method for solving generalized linear
complementarity problems (GLCP) introduced by Cottle and Dantzig. The method is based …

In this paper, we reformulate the extended vertical linear complementarity problem (EVLCP
(m, q)) as a nonsmooth equation H (t, x)= 0, where H:\smallBbbR^n+1→\smallBbbR^n+1 …

In this paper, we discuss the perturbation analysis of the extended vertical linear
complementarity problem (EVLCP). Under the assumption of the row W-property, we derive …

In this paper, we further study the projected-type method for the extended vertical linear
complementarity problem. By making use of some basic absolute value inequalities, some …

Given a vertical block matrix A, we consider in this paper the generalized linear
complementarity problem VLCP (q, A) introduced by Cottle and Dantzig. We formulate this …

This paper generalizes the multilinear game where the payoff tensor of each player is fixed
to the generalized multilinear game where the payoff tensor of each player is selected from a …

The vertical linear complementarity problem (VLCP) with an arbitrary number l of matrices is
related to many practical problems, of which the state-of-the-art modulus-based matrix …

In this paper, an efficient artificial neural network is proposed for solving a generalized
vertical complementarity problem. Based on the properties of log-exponential function, the …

A new necessary and sufficient condition for the row W-property is given. By using this new
condition and a special row rearrangement, we provide two global error bounds for the …