Showing papers by "Enzo Orsingher published in 1992"

On a 2n-valued telegraph signal and the related integrated process

Abstract: We consider the stochastic process describing the position of a particle whose velocity changes in sign and magnitude at the occurrences of two independent Poisson processes We decompose the probability law of the process into n components, which jointly yield a solution of a system of n telegraph equations. In the particular case n = 2, the fourth-order equation governing the probability law is presented and its explicit expression is obtained when the Poisson rates are suitably connected