Law of the ponctual process induced by a thesholded gaussian stochastic process
From: James Legato (jaimlegato_at_yahoo.fr)
Date: 03/18/05
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Date: Fri, 18 Mar 2005 14:29:22 +0100
Let Xt be a ,gaussian, zero mean , band limited (Band B), stochastic
process of constant power spectral density over B.
Let set a threshold T and consider the two induced ponctual process
T+ = {t1+, t2+,.....} of the crossing threshold time with positive
derivative.
T- = {t1-, t2-,.....} of the crossing threshold time with negative
derivative.
I am intersted to determine the law of the delay beween two conscutive
time of those process as a function of S , B and N.
Any indication of classical textbook treating of related problem is welcome.
Thank you for helping
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