In this article, an amelioration of the approaches namely the new extended direct algebraic
method for solving the nonlinear conformable fractional Schrödinger-Hirota equation (FSHE) …

In this article, the Riccati sub equation method is employed to solve fractional Zakharov–
Kuznetsov equation with dual-power law nonlinearity in the sense of the conformable …

In this paper, new exact analytical solutions of time-fractional Phi-4 equation are developed
using extended direct algebraic method by means of conformable fractional derivative. The …

In this paper, exact traveling wave solutions of the conformable differential equations have
been examined. By means of the wave transformation and properties of the conformable …

In this work, we consider the (3+ 1) dimensional conformable fractional Zakharov-Kuznetsov
equation with power law nonlinearity. Solitary wave solutions, soliton wave solutions, elliptic …

Abstract The Landau-Ginzburg-Higgs (LGH) equation explains the ocean engineering
models, superconductivity and drift cyclotron waves in radially inhomogeneous plasma for …

In this paper, we construct exact solutions for the space–time nonlinear conformable
fractional Bogoyavlenskii equations by using the first integral method, and with the help of …

We prove that conformable “fractional” differentiability of a function f: 0, ∞\, ⟶ R f: 0,∞⟶ R is
nothing else than the classical differentiability. More precisely, the conformable α α …

We present new exact solutions in the form of solitary waves for the conformable Klein-
Gordon equation with quintic nonlinearity. We use functional variable method which …

This paper investigates the analytical and semi‐analytical solutions of the time‐fractional
Cahn–Allen equation, which describes the structure of dynamic for phase separation in Fe …