A positive spectral gradient-like method for large-scale nonlinear monotone equations
Journal Title: Bulletin of Computational Applied Mathematics (Bull CompAMa) - Year 2017, Vol 5, Issue 1
Abstract
In this work, we proposed a combine form of a positive spectral gradient-like method and projection method for solving nonlinear monotone equations. The spectral gradient-like coefficient is obtained using a convex combination of two different positive spectral coefficients. Under the monotonicity and Lipschitz continuity assumptions, the method is shown to be globally convergent. We show the numerical efficiency of the method by comparing it with the existing methods.
Authors and Affiliations
Hassan Mohammad, Auwal Bala Abubakar
Keywords
Related Articles
- EP ID EP243958
- DOI -
- Views 77
- Downloads 0
Complex Neutrosophic Graphs
In this research article, we introduce the notion of complex neutrosophic graphs (cn-graphs, for short) and discuss some basic operations related to cn-graphs. We describe these operations with some examples. We also pr...
Numerical solution of mixed Volterra-Fredholm integral equations using iterative method via two-variables Bernstein polynomials
This paper is concerned with the numerical solution of mixed Volterra-Fredholm integral equations, based on iterative method and two variable Bernstein polynomials. In the main result, this method has several benefits in...
Motion planning algorithms, topological properties and affine approximation
The topological study of the so-called "motion planning algorithms" emerged in the 2003-2004 with the works of M. Farber. We focus here on the topological study of the set of these algorithms, when the configuration spac...
Total dominator chromatic number of some operations on a graph
Let <i>G</i> be a simple graph. A total dominator coloring of <i>G</i> is a proper coloring of the vertices of <i>G</i> in which each vertex of the graph is adjacent to every vertex of some color class. The total dominat...
Redox reactions as experimental examples of ternary weak algebraic hyperstructures
A ternary hyperoperation on a set H is a 3-ary hyperoperation, which associates a subset of H with any three elements of H. In this paper, we give examples of ternary hyperoperations associated with redox reactions. We...