The focus of this work is to construct a pseudo-operational Jacobi collocation scheme for
numerically solving the Caputo variable-order time-fractional diffusion-type equations with …

In this paper, the fourth‐order parabolic equations with different boundary value conditions
are studied. Six kinds of boundary value conditions are proposed. Several numerical …

This paper develops a localized meshless collocation technique for solving the two-
dimensional (2D) fourth-order diffusion equation with the Caputo time-fractional derivative of …

The purpose of this paper is to develop a numerical scheme for the two-dimensional fourth-
order fractional subdiffusion equation with variable coefficients and delay. Using the L 2− 1 σ …

In this paper, the fourth‐order parabolic equation with the first Neumann boundary value
conditions is concerned, where the values of the first and second spatial derivatives of the …

This paper discusses the Crank–Nicolson compact difference method for the time-fractional
damped plate vibration problems. For the time-fractional damped plate vibration equations …

In this paper, we propose an unconditionally stable numerical technique for a multi-
dimensional Black-Scholes equation to price an option with high accuracy. The proposed …