Nonlinear fractional partial differential equations (NLFPDEs) are well suited for describing a
broad range of factors in engineering and science, including plasma physics, optical fiber …

The space–time fractional Telegraph equation and the space–time fractional modified third-
order Kdv equations are significant molding equations in theoretic physics, mathematical …

The nonlinear space-time fractional Cahn-Allen and space-time fractional Benjamin-Bona-
Mahony equations have significant applications in the fusion and fission phenomena of …

Double-beam structures are frequently encountered in various engineering applications.
Their vibration behavior is attracting more and more research attention. The majority of the …

The space–time fractional coupled modified equal-width equation and the coupled
Boussinesq equation are a category of fractional partial differential equations, which might …

This work focuses on the study of the fractional parametric effect on the dynamics of solitary
waves for the recently introduced integrable system known as the extended (3+ 1) …

The time-fractional unstable nonlinear Schrödinger (NLS) equations capture the time
evolution of disturbances within media, tailored for describing phenomena in unstable …

Traveling wave solutions are utilized to depict reaction-diffusion and analyze electrical
signal transmission and propagation in space-time nonlinear fractional order partial …

We opted to construct a traveling wave solution to the nonlinear space-time fractional
coupled modified equal width (CMEW) equation and the space-time fractional-coupled …

This research object is focused to discuss the cilia-driven flow along complex wave
progression via cilia tips. Suspension of nanocomposites is considered in this analysis to …