In this article, we introduce K-type block matrices which include two new classes of block
matrices, namely block triangular K-matrices and hidden block triangular K-matrices. We …

In recent years, several classes of structured matrices are extended to classes of tensors in
the context of tensor complementarity problem. The tensor complementarity problem is a …

In this article we establish error bound for linear complementarity problem with P-matrix
using plus function. We define a fundamental quantity connected to a P-matrix and …

The paper aims to find the solution of oligopoly market equilibrium problem through system
of nonlinear equations. We propose modified newton method to obtain the solution of …

To give a method for thinking about a more practical scenario of the problem, we introduce
the semi-infinite tensor complementarity problem in this study. We provide the sufficient and …

In this article, we consider nonlinear complementarity problem. We introduce a new
homotopy function for finding the solution of nonlinear complementarity problem through the …

The paper aims to show the equivalency between nonlinear complementarity problem and
the system of nonlinear equations. We propose a homotopy method with vector parameter …

In this paper, we introduce set-valued tensor complementarity problem where the elements
of the involved tensors are defined based on a set-valued mapping. We study several …

This article considers the sparse solutions of the tensor complementarity problem (TCP). For
a TCP with Z-tensor we establish a connection between the least element of the feasible set …

We propose a new error bound for the solution of tensor complementarity problem TCP
$(q,\mathcal {A}) $ given that $\mathcal {A} $ is a $ P $-tensor and $ q $ is a real vector. We …