An investigation of two nonlinear mixed Volterra–Fredholm integral equations of the second
kind is undertaken. The equations are constructed as fixed-point problems, under the …

An efficient numerical algorithm is developed for solving nonlinear functional Volterra
integral equations. The core idea is to define an appropriate operator, then combine the …

Prediction of wireless channel scenarios is fundamental for modern wireless communication
systems with diverse propagation conditions. Moreover, the type of data extracted from a …

It is well known that the classical trapezoidal rule (TR2) is only second order of convergence.
However, Leonhard Euler and Colin Maclaurin had independently discovered that the error …

We construct two numerical methods for solving nonlinear functional Fredholm integral
equations and compare their accuracy and computational costs. First, the nonlinear integral …

In this study, the numerical solution of the ordinary kind of differential equation for a simple
pendulum with large-angle of oscillation was introduced to obtain the time period. The …

Symmetry plays an important role in solving practical problems of applied science,
especially in algorithm innovation. In this paper, we propose what we call the self-adaptive …

L'objectif principal de cette thèse est de contribuer au développement et applications d'une
méthode sans maillage qui se base sur le principe des moindres carrés mobiles (MLS) …

$L^p$-Norm Estimates for Solutions of Non-convolution Volterra Equations in a Banach Space
| Gil | LIBERTAS MATHEMATICA (new series) LIBERTAS MATHEMATICA (new series) …

NUMERICAL SOLUTIONS OF SYSTEM OF VOLTERRA INTEGRAL EQUATIONS Page 1 An-Najah
National University Faculty of Graduate Studies NUMERICAL SOLUTIONS OF SYSTEM OF …