In engineering and mathematical physics nonlinear evolutionary equations play an
important role. KdV equation is one of the famous evolution equation appeared in the theory …

In this paper, we approximate the solution and also discuss the periodic behavior termed as
eventual periodicity of solutions of (IBVPs) for some dispersive wave equations on a …

The Coimbra concept of fractional order derivative is used to build a numerical approach
using radial functions in this paper. The Coimbra derivative is capable of modelling a …

In this research work, let's focus on the construction of numerical scheme based on radial
basis functions finite difference (RBF-FD) method combined with the Laplace transform for …

Studying the long-time solution behavior of the Korteweg-de Vries (KdV) type equation with
a periodic force acting at one end of the long channel is important for simulating the blood …

Water wave propagation phenomena still attract the interest of researchers from many areas
and with various objectives. The dispersive equations, including a large body of classes, are …

In engineering and mathematical physics, nonlinear evolutionary equations play an
important role. The Kawahara equation is one of the famous nonlinear evolution equations …

Water wave propagation phenomena still attract the interest of researchers from many areas
and with various objectives. The dispersive equations, including a large body of classes, are …

In engineering and mathematical physics, nonlinear evolutionary equations play an
important role. Kawahara equation is one of the famous nonlinear evolution equation …

Research Article On the Solution of Fractional Order KdV Equation and Its Periodicity on
Bounded Domain Using Radial Basis Funct Page 1 Research Article On the Solution of …