In this work a hybrid scheme is proposed for the numerical study of various evolutionary
partial differential equations (EPDEs). In proposed strategy, temporal derivatives are …

In this paper, we apply two different methods, namely, the G′ G-expansion method and the
G′ G 2-expansion method to investigate the nonlinear time fractional Harry Dym equation …

In this letter, two-dimensional magnetohydrodynamic (MHD) flow of Casson fluid over a fixed
plate under non-uniform heat source/sink and Joule heating is analyzed by the homotopy …

Exact solutions of the Harry Dym Equation using Lie group method Page 1 Exact solutions of
the Harry Dym Equation using …Mobarek A. Assabaai, Omer F. Mukherij 487 Univ. Aden J …

This study represents the solution of the Harry Dym equation (HDE) that was calculated
using the Lie symmetry group method. This method transforms the controlled partial …

In this paper, the approximate solutions of the time fractional Harry Dym equation with
fractional derivative in the Caputo sense are obtained by using the Residual power series …

Analytical solutions to nonlinear oscillating systems cannot be represented without the help
of special functions or they can be studied only using numerical techniques. We have …

In this paper, the approximate solutions of the time fractional Harry Dym equation with
fractional derivative in the Caputo sense are obtained by using the Residual power series …

Pohlhausen flow over a wall subjected to magnetic field. To this aim, the governing equation
is solved via the homotopy-based approach. Then, a convergence and parametric study is …