This paper aims to investigate the class of fifth-order Korteweg–de Vries equations by
devising suitable novel hyperbolic and exponential ansatze. The class under consideration …

In this article, we consider the exact solutions of the Hunter-Saxton and Schrödinger
equations defined by Atangana's conformable derivative using the general Kudryashov …

In this paper, exponential rational function method is applied to obtain analytical solutions of
the space–time fractional Fokas equation, the space–time fractional Zakharov Kuznetsov …

In this work, the F-expansion method is used to find exact solutions of the space-time
fractional modified Benjamin Bona Mahony equation and the nonlinear time fractional …

In this paper, the nonlinear time fractional Cahn-Allen equation is studied by three distinct
methods. These methods are also applied to derive a variety of travelling wave solutions …

In this article, the sub‐equation method is presented for finding the exact solutions of a
nonlinear fractional partial differential equations. For this, the fractional complex …

In this work, the improved sub-equation method is used to get exact analytical solutions for
the (2+ 1)-dimensional time conformable Schrödinger equation with beta-derivative. This …

In this study, the modified simple equation method is used to construct exact solutions of the
space-time fractional modified Korteweg–de Vries equation, the spacetime fractional …

In this work, the sine-cosine method is used to construct the analytical solutions of nonlinear
time fractional Schröinger equation described by beta derivative. Applying the proposed …

This article consists of Improved Bernoulli Sub-Equation Function Method (IBSEFM) to get
the new solutions of nonlinear fractional Schrödinger equation described by beta-derivative …