Aim'e Lachal

activity

20072016

most citedFirst hitting time and place, monopoles and multipoles for pseudo-processes driven by the equation

\partial / \partial t = \pm \partial^{N} / \partial x^{N}

19 citations · 62 across the 15 of their papers we have counts for

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Showing 2014Show all

1 paper · 1 filter

math.PR2014★ 1 cited

First exit time from a bounded interval for pseudo-processes driven by the equation $\partial / \partial t = (- 1)^{N - 1} \partial^{2 N} / \partial x^{2 N}$

Aimé Lachal

Let $N$ be a positive integer. We consider pseudo-Brownian motion $X = (X (t))_{t \geq 0}$ driven by the high-order heat-type equation $\partial/\partial t=(-1)^{N-1}\partial^{2N}/\part…

First exit time from a bounded interval for pseudo-processes driven by the equation ∂/∂t=(−1)N−1∂2N/∂x2N

First exit time from a bounded interval for pseudo-processes driven by the equation $\partial / \partial t = (- 1)^{N - 1} \partial^{2 N} / \partial x^{2 N}$