Divergence of a stationary random vector field can be always positive (a Weiss' phenomenon)

Details Divergence of a stationary random vector field can be always positive (a Weiss' phenomenon) Divergence of a stationary random vector field can be always positive (a Weiss' phenomenon)

2007-09-09

arxiv.org/abs/0709.1270v2

Mathematics

Probability

6 pages. The phenomenon is not new, -- published by B. Weiss in 1997

Scientific paper

The divergence of a stationary random vector field at a given point is
usually a centered (that is, zero mean) random variable. Strangely enough, it
can be equal to 1 almost surely. This fact is another form of a phenomenon
disclosed by B. Weiss in 1997.

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