Complementary to Chapter 11, the present chapter is devoted to the study of solution
methods for VIs that are of the monotone type and also for NCPs of the P 0 type. We already …

Tensors (hypermatrices) are multidimensional analogs of matrices. The tensor
complementarity problem is a class of nonlinear complementarity problems with the involved …

Recently, many structured tensors are defined and their properties are discussed in the
literature. In this paper, we introduce a new class of structured tensors, called exceptionally …

In this paper, we consider a class of variational inequalities, where the involved function is
the sum of an arbitrary given vector and a homogeneous polynomial defined by a tensor; we …

We present in this chapter two classes of mathematical models, used in applied
mathematics. The first class comprises complementarity problems and the second class …

Abstract Systems of tensor equations (TEs) have received much considerable attention in
the recent literature. In this paper, we consider a class of generalized tensor equations …

It is well known that the theory of ariational inequalities is now very well developed. The
development of this theory has been stimulated by the diversity of applications in physics …

This book is devoted to the study of scalar and asymptotic scalar derivatives and their
applications to the study of some problems considered in nonlinear analysis, in geometry …

This paper presents the new concept of exceptional family of elements for the variational
inequality problem with a continuous function over a general unbounded closed convex set …

Quasi-P*-maps and P (τ, α, β)-maps defined in this paper are two large classes of nonlinear
map**s which are broad enough to include P*-maps as special cases. It is of interest that …