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 …

Upscaling groundwater flow is a fundamental challenge in hydrogeology. This study
proposed time‐fractional flow equations (t‐FFEs) for upscaling long‐term, transient …

Modeling information diffusion in social networks is very important for predicting and
controlling diffusions. Various types of diffusion models exist considering different properties …

The long-term stability and safety of underground engineering greatly depend on a thorough
understanding of the creep characteristics of fractured rock. This paper discusses the …

Abstract The Forchheimer and Izbash equations have been long employed to investigate the
behavior of non‐Darcian flow toward a well in various aquifer systems, but both two …

Nonlocality is important in realistic mathematical models of physical and biological systems
at small-length scales. It characterizes the properties of two individuals located in different …

It has shown experimentally that we can not model every diffusion phenomenon with the
classical diffusion equation. When the fractional calculus came into light, the researchers …