Showing papers by "Enzo Orsingher published in 2001"
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TL;DR: In this paper, the authors examined the telegrapher's process with drift and its distribution was obtained by applying the Lorentz transformation, and derived the related characteristic function as well as the distribution by solving an initial value problem for the generalized telegraph equation.
Abstract: The telegrapher's process with drift is here examined and its distribution is
obtained by applying the Lorentz transformation. The related characteristic function as well as the distribution are also derived by solving an initial
value problem for the generalized telegraph equation.
71 citations
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TL;DR: For processes X(t),t>0 governed by signed measures whose density is the fundamental solution of third and fourth-order heat-type equations (higher-order diffusions) the explicit form of the joint distribution of ( max 0⩽s⩾t X(s),X(t)) is derived in this article.
29 citations