In this article, the Elzaki decomposition method is used to evaluate the solution of fractional-
order telegraph equations. The approximate analytical solution is obtained within the …

In the present article, fractional-order telegraph equations are solved by using the Laplace-
Adomian decomposition method. The Caputo operator is used to define the fractional …

In this research work, we use of rationalized Haar wavelet (RHW) method and Crank–
Nicolson finite-difference scheme to propose a new idea for solving the inverse time …

This work is based on using wavelet for calculating one‐dimensional nonlinear Volterra‐
Hammerstein and mixed Volterra‐Fredholm‐Hammerstein integral equation of the second …

This study has been conducted to calculate the one-dimensional nonlinear Volterra–
Fredholm and mixed Volterra–Fredholm integral equation of second kind in a complex …

In this paper we have introduced a computational method for a class of Darboux problem
that change to two-dimensional nonlinear Volterra integral equations, based on the …

This paper studied the fractional‐order telegraph equations via the natural transform
decomposition method with nonsingular kernel derivatives. The fractional result considered …

In this work, we used from 2D-Haar wavelet to approximate of nonlinear 2D Volterra–
Fredholm Hammerstein integral equations. So, we define the integral operator, and obtain …

This article uses the rational Haar wavelet and the successive methodto solve the nonlinear
Fredholm integral differential equation. Additionally, wehave proved the convergence and …

In this paper, we have introduced a computational method for a class of two-dimensional
nonlinear Volterra integral equations, based on the expansion of the solution as a series of …