activity
20162021
most citedGeneralized diffusion-wave equation with memory kernel

56 citations · 57 across the 4 of their papers we have counts for

collaborators

6 papers

math.CV2021

Geometric properties of some generalized Mathieu power series inside the unit disk

Stefan Gerhold, Zivorad Tomovski, Deepak Bansal +1

We consider two parametric families of special functions: One is defined by a power series generalizing the classical Mathieu series, and the other one is a generalized Mathieu typ…

math.CA2019

Asymptotic expansion of Mathieu power series and trigonometric Mathieu series

Stefan Gerhold, Zivorad Tomovski

We consider a generalized Mathieu series where the summands of the classical Mathieu series are multiplied by powers of a complex number. The Mellin transform of this series can be…

cond-mat.stat-mech201956 cited

Generalized diffusion-wave equation with memory kernel

Trifce Sandev, Zivorad Tomovski, Johan Dubbeldam +1

We study generalized diffusion-wave equation in which the second order time derivative is replaced by integro-differential operator. It yields time fractional and distributed order…

math.CA2019

Asymptotics of some generalized Mathieu series

Stefan Gerhold, Zivorad Tomovski

We establish asymptotic estimates of Mathieu-type series defined by sequences with power-logarithmic or factorial behavior. By taking the Mellin transform, the problem is mapped to…

math.CA20171 cited

On a new (p,q)-Mtahieu type power series and its applications

Khaled Mehrez, Zivorad Tomovski

Our aim in this paper, is to establish certain new integrals for the the (p,q)-Mathieu--power series. In particular, we investigate the Mellin-Barnes type integral representations…

math.CA2016

Probability distribution built by Prabhakar function. Related Turán and Laguerre inequalities

Tibor K. Pogány, Živorad Tomovski

Introducing the discrete probability distribution by means of the Prabhakar (or the three--parameter Mittag--Leffler) function, we establish explicit expressions for raw and factor…