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Название: Dobrushin-Kotecky-Shlosman Theorem for Polygonal Markov Fields in the Plane
Автор: Tomasz Schreiber
Аннотация:
We consider the so-called length-interacting Arak-Surgailis polygonal Markov fields
with V-shaped nodes – a continuum and isometry invariant process in the plane sharing
a number of properties with the two-dimensional Ising model.