The algorithm of approximate analytical solution for delay differential equations (DDE) is
obtained via homotopy analysis method (HAM) and modified homotopy analysis method …

The present study is an attempt to obtain solutions of wave-like and heat-like equations with
high-dimensional in large domains through the well-known variational iteration method …

In this paper, we apply the homotopy analysis method (HAM) and the homotopy perturbation
method (HPM) to obtain approximate analytical solutions of the coupled Schrodinger-KdV …

The emergence of the BurgerseHuxley equation (which involves the famous Burgers
equation and the Huxley equation) to predict response systems, dispersion moves, and …

In this study, we construct a convergent algorithm for generating an approximate analytic
solution for the fractional HIV infection of CD4+ T cells with Atangana–Baleanu fractional …

In this paper, the numerical–analytical solution for the hyperchaotic Chen system is obtained
via the multistage homotopy analysis method (MSHAM). An analytical form of the solution …

In this paper, we present the exact solutions of the partial differential equations in different
dimensions with variable coefficients by using reduced differential transform method …

In this work, a mixture of Elzaki transform and projected differential transform method is
applied to solve a nonlinear wave-like equations with variable coefficients. Nonlinear terms …

A novel solution to the fraction chaotic Chen system is presented in this paper by using the
step homotopy analysis method. This method yields a continuous solution in terms of a …

We are interested in the approximate analytical solutions of the wave‐like nonlinear
equations with variable coefficients. We use a wave operator, which provides a convenient …