In this research, an unrivalled hybrid scheme which involves the coupling of the new Elzaki
integral transform (an improved version of Laplace transform) and a modified differential …

The focus of the current manuscript is to provide a theoretical and computational analysis of
the new nonlinear time-fractional (2+ 1)-dimensional modified KdV equation involving the …

The present article aims to present a comprehensive study on a nonlinear time-fractional
model involving the Caputo–Fabrizio (CF) derivative. More explicitly, a new (2+ 1) (2+1) …

The solutions to fractional differentials equations are very difficult to investigate. In particular,
the solutions of fractional partial differential equations are challenging tasks for …

In this paper, we consider time fractional Sharma− Tasso− Olever equation based on
Jumarie's modified Riemann-Liouville derivatives. By using fractional complex transform the …

The homotopy perturbation transform method was examined in the present research to
address the nonlinear time-fractional Korteweg-de Vries equations using a nonsingular …

914 BR Sontakke, A. Shaikh, V. Jadhav tive operator from integer order n to arbitrary order α,
where α is a real or complex value, or even more complicated a complex valued function α …

In this paper, the New Iterative Method is implemented to give approximate solution for
nonlinear differential equation of fractional order involving Caputo fractional derivative. The …