The applications of the diffusion wave model of a time-fractional kind with dam** and
reaction terms can occur within classical physics. This quantification of the activity can …

This paper focusses on the numerical solution of the nonlinear time-fractional telegraph
equation formulated in the Caputo sense. This model is a useful description of the neutron …

This paper aims to develop an improved Hermite wavelet resolution method for solving
space–time-fractional partial differential equations (STFPDE). Unlike the previous wavelet …

Introduction During the last years the modeling of dynamical phenomena has been
advanced by including concepts borrowed from fractional order differential equations. The …

This paper develops a numerical approach for finding the approximate solution of the
Sobolev model. This model describes many natural processes, such as thermal conduction …

This paper develops a method for the numerical solution of the nonlinear regularized long
wave equation. This method discretizes the unknown solution in two main schemes. The …

This paper investigates the solitary wave solutions of the generalized Rosenau–Korteweg-
de Vries-regularized-long wave equation. This model is obtained by coupling the Rosenau …

This paper formulates the second-order BDF and theta schemes based on an efficient
localized meshless technique for computing the approximate solution of the Sobolev model …

Uses of time-fractional diffusion wave model (TFDWM) in its singular case with dam**-
reaction terms are widely seen in classical physics applications, eg for the quantitative …

In this paper, an alternating direction implicit (ADI) compact difference scheme will be
proposed for solving semilinear time-fractional mobile–immobile equations in two …