5 citations · 5 across the 4 of their papers we have counts for
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Umbral nature of the Poisson random variables
E. Di Nardo, D. Senato
Extending the rigorous presentation of the classical umbral calculus given by Rota and Taylor in 1994, the so-called partition polynomials are interpreted with the aim to point out…
An umbral setting for cumulants and factorial moments
E. Di Nardo, D. Senato
We provide an algebraic setting for cumulants and factorial moments through the classical umbral calculus. Main tools are the compositional inverse of the unity umbra, connected wi…
Towards the Modeling of Neuronal Firing by Gaussian Processes
E. Di Nardo, A. G. Nobile, E. Pirozzi +1
This paper focuses on the outline of some computational methods for the approximate solution of the integral equations for the neuronal firing probability density and an algorithm…
On the asymptotic behavior of first passage time densities for stationary Gaussian processes
E. Di Nardo, A. G. Nobile, E. Pirozzi +1
Making use of a Rice-like series expansion, for a class of stationary Gaussian processes the asymptotic behavior of the first passage time probability density function through cert…