The traveling wave solutions and soliton solutions of the conformable M-fractional modified
nonlinear Schrödinger equation have been devised in this work by employing the …

Fractional integral inequalities have become one of the most useful and expansive tools for
the development of many fields of pure and applied mathematics over the past few years …

The malware spreading in Wireless Sensor Network (WSN) has lately attracted the attention
of many researchers as a hot problem in nonlinear systems. WSN is a collection of sensor …

In this work, a coupled system under coupled integral boundary conditions with Caputo-
Fabrizio derivative (CFD) is considered. We intend to derive some necessary and sufficient …

This article proposes a numerical method to find the numerical solutions of the time-
fractional diffusion equations involving fractional distributed order operator of Caputo type …

A coupled system of $p$-Laplacian implicit fractional differential equations depending on
boundary conditions of integral type Page 1 http://www.aimspress.com/journal/Math AIMS …

The area related to fractional order partial differential equations (FOPDEs) has also attracted
attention. Therefore, we focuss our attention to study nonlinear Benney equations of using …

In this paper, we investigate the abstract integro-differential time-fractional wave equation
with a small positive parameter ε. The Lp− Lq estimates for the resolvent operator family are …

The presence of delays in a mathematical model can improve its vitality and suitability in
describing several phenomena. However, in the presence of delays, nonlinear fractional …

In this paper, we investigate the existence and uniqueness results for sequential fractional
integro-differential equations with impulsive conditions. The nonlinear term contains the …