Matrix splitting iteration methods have emerged as potent tools in addressing complementarity problems, which frequently arise in optimisation, economics and engineering applications. These methods ...

We study the numerical behavior of stationary one-step or two-step matrix splitting iteration methods for solving large sparse systems of linear equations. We show that inexact solutions of inner ...

In this paper the numerical solution of Fredholm integral equations of the second kind using an iterative method in which the solution is represented by a Chebyshev series is discussed. A description ...

Comparing different numerical iteration techniques by tracing out the trajectories of massive celestial bodies. Coded in R. Iteration techniques include the Euler, Verlet and Runge-Kutta methods.

This chapter covers the Newton method that lends itself to iterative learning control (ILC) design in an algebraic setting and permits a direct extension of the lifting approach from linear to ...

Numerical methods are the backbone of modern engineering and science. They provide computational techniques to approximate solutions for mathematical problems that are too complex, time-consuming, or ...

Abstract: This paper proposes an extension to the Born-Iterative-Method (BIM) algorithm with a goal to enhance its working range of imaging permittivity contrasts. State-of-the-art BIM variants are ...