Differential and integral equations have been used vastly in modeling engineering and
science problems. Solving these equations has been always an active and important area of …

This paper gives a short remark on variational principle for the fractal Telegraph equation
[KL Wang, SW Yao, YP Liu et al., Fractals 28 (4)(2020) 2050058], the emphasis is put on …

The paper aims to put forth a radial basis function-based meshless approach for the
numerical solution of the time-fractional nonlinear mixed diffusion and diffusion-wave …

The aim of the study is to analyze space-time fractional multidimensional telegraph equation
using a generalized transform method. Fractional derivative are considered in Liouville …

In this paper, the cubic–quintic complex Ginzburg–Landau (CQCGL) equation is numerically
studied in 1D, 2D and 3D spaces. First, by the Strang splitting technique, the CQCGL …

In this work, we introduce an efficient meshless technique for solving the two‐dimensional
variable‐order time‐fractional mobile/immobile advection‐diffusion model with Dirichlet …

In the present manuscript, we present an RBF based meshless method to investigate the
time-fractional Tricomi-type equation, which has been arising in transonic flow. The …

This work aims to develop and analyze a numerical method for solving a time-fractional
telegraph equation of Caputo type. The method is constructed using a finite difference …

In this paper, the compact finite difference (CFD) and rotated four-point compact explicit
decoupled group (CEDG) methods are proposed to solve the two-dimensional time …

Our motivation in this contribution is to propose a new numerical algorithm for solving cubic–
quintic complex Ginzburg-Landau (CQCGL) equations. The developed technique is based …