In this paper, a modified procedure based on the residual power series method (RPSM) was
implemented to achieve approximate solution with high degree of accuracy for a system of …

In this article, A new accurate approximate solution for a nonlinear fractional delay
differential equations are obtained using an effective algorithm so called homotopy analysis …

In this study, we introduce a new class of bi-univalent functions constructed using q-
Gegenbauer polynomials. We analyze and characterize this newly defined class of …

In the present work, we introduce a new subclasses of analytic functions with negative
coefficients, using a differential operator involving q-Ruscheweyh Operator. We obtain the …

The primary purpose of this study is to apply the Optimal Homotopy Asymptotic Method
(OHAM) to various nonlinear initial value problems of different orders to evaluate its …

Using Mathematica computer software, a numerical procedure called the modified Adomian
decomposition method (MADM) is successfully implemented for obtaining exact solutions of …

In this paper, a modified algorithm based on the residual power series procedure is
employed to find an accurate approximate solution for nonlinear delay differential equations …

In this study, we introduce a new class of bi-univalent functions constructed using q-
Gegenbauer polynomials. We analyze and characterize this newly defined class of …

In this paper, A new accurate solutions are obtained for classes of singular two-point
boundary value problems (BVPs) using a new solution procedure based on the construction …

This research article effectively demonstrates the implementation of the modified Adomian
decomposition method (MADM). Using a numerical procedure called MADM, some classes …