Hi, All!
I'm working with random fields and have some questions. Probably you could
help me in my investigations.
The questions are:
1. Is there any theorem that establishes on which conditions on mean and
covariance of Gaussian random field this field will be Markovian? I know
Doob's theorem, that in terms of Kailath T. establishes the conditions for
Gaussian random process. But for fields...
2. Is there any results for Likelyhood rate functional for Poisson random
field?
3. Is there any results for distribution of maxima (probably asymtotical for
large levels) and location of maxima of non-Gaussian random fields
(espessially I'm interesting for Poisson fields). For smooth Gaussian fields
there are results of R.Adler, but for non-Gaussian...
Thanks, and sorry for my bad English
You can mail me: [EMAIL PROTECTED]
Best regards
Eugene V. Pronyaev
Ph.D. Assistent of Radiophysics chair, Voronezh State University, Russia
=================================================================
Instructions for joining and leaving this list and remarks about
the problem of INAPPROPRIATE MESSAGES are available at
http://jse.stat.ncsu.edu/
=================================================================
