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Analysis of a birth and death process with alternating rates and of a telegraph process with underlying random walk 

Iuliano, Antonella (2012-04-24)
My thesis for the Doctoral Programme in Mathematics (November 1, 2008 - October 31, 2011) at University of Salerno, Italy, has been oriented to the analysis of two stochastic models, with particular emphasis on the ...
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Stochastic diffusion processes with jumps for cancer growth and neuronal activity models 

Spina, Serena (2015-05-22)
In the last decades, great attention has been paid to the description of bio- logical, physical and engineering systems subject to various types of jumps. A jump, or catastrophe, is considered as a random event that shifts ...
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On fractional probabilistic mean value theorems, fractional counting processes and related results 

Meoli, Alessandra (2017-07-17)
The thesis collects the outcomes of the author’s research carried out in the research group Probability Theory and Mathematical Statistics at the Department of Mathematics, University of Salerno, during the doctoral programme ...
EleA themes by Ugsiba
 

 

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AuthorIuliano, Antonella (1)Meoli, Alessandra (1)Spina, Serena (1)Subject
MAT/06 PROBABILITÀ E STATISTICA MATEMATICA (3)
Birth and death process (1)Diffusion process (1)Fractional calculus (1)Jumps (1)Modeling (1)Probability theory (1)Statististical models (1)Stochastic processes (1)Telegraph process (1)... View MoreDate Issued2012 (1)2015 (1)2017 (1)Has File(s)Yes (3)
EleA themes by Ugsiba