Waterborne diseases are illnesses caused by pathogenic bacteria that spread through water
and have a negative influence on human health. Due to the involvement of most countries in …

The generalized Cattaneo model describes the heat conduction system in the perspective of
time-nonlocality. This paper proposes an accurate and robust meshless technique for …

This paper proposes an efficient procedure to estimate the fractional Black–Scholes model
in time-dependent on the market prices of European options using the composition of the …

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

In this paper, the space-time fractional advection-diffusion equation (STFADE) is considered
in the finite domain that the time and space derivatives are the Caputo fractional derivative …

This work investigates the generalised time-fractional Cattaneo model. The homotopy
perturbation transform technique is used to get the numerical solution of this model. The …

The fractional differential quadrature method (FDQM) with generalized Caputo derivatives is
used in this paper to show a new numerical way to solve fractional Riccati equations and …

The transport of contaminants is a crucial environmental issue, and accurate modeling of
this phenomenon is vital for developing effective strategies for its management. In this study …

As a widely used tool modeling some processes and systems in a variety of fields, fractional
delay differential equations (FDDEs) with higher order have attracted much attention of the …

In this paper, the approximate solution u (x, t) of the temporal fractional Black–Scholes
model involving the time derivative in the Caputo sense with initial and boundary conditions …