This study deals with the perturbed Chen-Lee-Liu governing mode which portrays the
propagating phenomena of the optical pulses in the discipline of optical fiber and plasma …

In this article, three different techniques, the Fractional Perturbation Iteration Method (FPIA),
Fractional Successive Differentiation Method (FSDM), and Fractional Novel Analytical …

Nonlinear science is very common and important natural phenomenon in our surroundings.
It is quite possible to find a large number of phenomena, which become a cause of the …

Due to the rapid development of theoretical and computational techniques in the recent
years, the role of nonlinearity in dynamical systems has attracted increasing interest and has …

In this study, we join the concept of fractality introduced by Li and Ostoja-Starzewski with the
concept of nonlocality to produce a new set of nonlocal fractal fluid equations of motion. Both …

The current study formulated an optimal decomposition approach to solve different nonlinear
third-order Emden–Fowler equations that arise in various scientific applications. To avoid …

The main purpose of this manuscript is to show asymptotic properties of a class of differential
equations with variable coefficients r ν w‴ ν β′+∑ i= 1 jqi ν y κ gi ν= 0, where ν≥ ν 0 and w …

In this work, we study the oscillatory behavior of a class of fourth-order differential equations.
New oscillation criteria were obtained by employing a refinement of the Riccati …

The aim of this work is to study oscillatory properties of a class of fourth-order delay
differential equations. New oscillation criteria are obtained by using generalized Riccati …

Nonlinear partial differential equations admitting traveling wave solutions play an important
role in the description and analysis of real-life physical processes and nonlinear …