130 citations · 184 across the 34 of their papers we have counts for
Showing 2019 · math.PRShow all
3 papers · 2 filters
math.PR2019★ 10 cited
Tempered relaxation equation and related generalized stable processes
Luisa Beghin, Janusz Gajda
Fractional relaxation equations, as well as relaxation functions time-changed by independent stochastic processes have been widely studied (see, for example, \cite{MAI}, \cite{STAW…
math.PR2019
Random time-change with inverses of multivariate subordinators: governing equations and fractional dynamics
Luisa Beghin, Claudio Macci, Costantino Ricciuti
It is well-known that compositions of Markov processes with inverse subordinators are governed by integro-differential equations of generalized fractional type. This kind of proces…
math.PR2019
Integro-differential equations linked to compound birth processes with infinitely divisible addends
L. Beghin, J. Gajda, A. Maheshwari
Stochastic modelling of fatigue (and other material's deterioration), as well as of cumulative damage in risk theory, are often based on compound sums of independent random variabl…