In the present paper, for first time, a System of Neutrosophic Linear Equations (SNLE) is
investigated based on the embedding approach. To this end, the (α, β, γ)-cut is used for …

Horizontal linear complementarity problem has wide applications, such as in mechanical
and electrical engineering, structural mechanics, piecewise linear system …

To solve a class of nonlinear complementarity problems, accelerated modulus-based matrix
splitting iteration methods are presented and analyzed. Convergence analysis and the …

In this paper, by the relaxation technique, the relaxation modulus-based matrix splitting
iteration method is presented for solving a class of nonlinear complementarity problems. The …

Thermal properties of rocks are essential parameters for investigating the geothermal
regime of sedimentary basins, and they are also important factors in assessments of …

For solving linear complementarity problems LCP more attention has recently been paid on
a class of iterative methods called the matrix-splitting. But up to now, no paper has …

In the past years, a growing interest to solve linear systems with modified iterative methods
has been shown by researchers. Recently, Dehghan and Hajarian (J Vib Control, doi …

This paper aims to show that the existing preconditioned symmetric successive over-
relaxation (SSOR) approach to solving the linear complementarity problem (LCP) is not …

There are three main classes of iterative methods for the solution of the linear
complementarity problem (LCP). In order of appearance these classes are: the “projected …

In the present work, we determine intervals of convergence for the various parameters
involved for what is known as the generalized accelerated overrelaxation iterative method …