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20132026
most citedThe Prabhakar or three parameter Mittag--Leffler function: theory and application

243 citations · 525 across the 12 of their papers we have counts for

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math-ph2023

On variable-order fractional linear viscoelasticity

A. Giusti, I. Colombaro, R. Garra +2

We discuss a generalisation of fractional linear viscoelasticity based on Scarpi's approach to variable-order fractional calculus. After reviewing the general mathematical framewor…

math-ph20201 cited

A note on generalized fractional diffusion equations on Poincarè half plane

R. Garra, F. Maltese, E. Orsingher

In this paper we study generalized time-fractional diffusion equations on the Poincarè half plane . The time-fractional operators here considered are fractional der…

math-ph2018

Scott-Blair models with time-varying viscosity

Ivano Colombaro, Roberto Garra, Andrea Giusti +1

In a recent paper, Zhou et al. [Mech Time-Depend Mater (2017) 21: 151] studied the time-dependent properties of Glass Fiber Reinforced Polymers composites by employing a new rheolo…

math-ph201735 cited

The fractional Dodson diffusion equation: a new approach

Roberto Garra, Andrea Giusti, Francesco Mainardi

In this paper, after a brief review of the general theory concerning regularized derivatives and integrals of a function with respect to another function, we provide a peculiar fra…

math-ph2017243 cited

The Prabhakar or three parameter Mittag--Leffler function: theory and application

Roberto Garra, Roberto Garrappa

The Prabhakar function (namely, a three parameter Mittag-Leffler function) is investigated. This function plays a fundamental role in the description of the anomalous dielectric pr…