Bertin E., Billiot J.-M., Drouilhet R. — Existence of Delaunay Pairwise Gibbs Point Process with Superstable Component
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Название: Existence of Delaunay Pairwise Gibbs Point Process with Superstable Component
Авторы: Bertin E., Billiot J.-M., Drouilhet R.
Аннотация:
Journal of Statistical Physics, Vol. 95, Nos. 3/4, 1999. p. 719-744.
The present stuffy deals with the existence of Delaunay pairwise Gibbs point process with superstable component by using the well-known Preston theorem. In particular, we prove the stability, the lower regularity, and the quasilocality properties of the Delaunay model.
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