In this paper, we describe the new Adomian Decomposition General Transform Method
(ADGTM). Further, the efficacy of the method is proved by applying it to well-known …

The conformable fractional triple Laplace transform approach, in conjunction with the new
Iterative method, is used to examine the exact analytical solutions of the (2+ 1)‐dimensional …

In this paper, the reduced differential transform method (RDTM) is successfully implemented
to obtain the analytical solution of the space‐time conformable fractional telegraph equation …

In this study, we combine two novel methods, the conformable double Laplace-Sumudu
transform (CDLST) and the modified decomposition technique. We use the new approach …

This work presents an introductory observer theory for nonlinear dynamic systems modeled
by the general conformable fractional derivative. General conformable exponential …

In this paper, we introduce a new approach to solving fractional initial and boundary value
problems involving a heat equation, a wave equation, and a telegraph equation by …

Over the last few years, there has been a significant increase in attention paid to fractional
differential equations, given their wide array of applications in the fields of physics and …

Over the last decade, many quality research papers and monographs have been published
focusing on numerical approximations of nonlinear partial differential equations (NPDEs) …

In this paper, we describe the new Adomian Decomposition General Transform Method
(ADGTM). Further, the efficacy of the method is proved by applying it to well-known …

In this study, we combine two novel methods, the conformable double Laplace-Sumudu
transform (CDLST) and the modified decomposition technique. We use the new approach …