Еще раз о решении одной системы сингулярных интегро-дифференциальных уравнений Again on solution of a system of singular integro-differential equations with Cauchy kernel

Abstract: Problem statement: This study aims to discuss the stability and bifurcation of a system of ordinary differential equations expressing a general nonlinear model of

An integral transformation (Sneddon 1972) simply means a unique mathematical operation through which a real or complex-valued function f is transformed into another new function F,

In this paper, we apply Picard’s Iteration Method followed by Adomian Decomposition Method to solve a nonlinear Singular Cauchy Problem of Euler- Poisson- Darboux Equation..

[r]

In this study, GMRES iterative method will be used for solving linear algebraic equations produced by the discretization of the second-order linear Fredholm

In this article Chebyshev and trigonometric polynomials are used to construct an approximate solution of a singular integral equation with a multiplicative Cauchy kernel in

Finally, orthogonal polynomials as the partial solutions of obtained Helmholtz equations were used for derivation of analytical solution of velocities for incompressible fluid in 1D,

[r]