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Paper detail

Existence of Gibbsian point processes with geometry-dependent interactions

We establish the existence of stationary Gibbsian point processes for interactions that act on hyperedges between the points. For example, such interactions can depend on Delaunay edges or triangles, cliques of Voronoi cells or clusters of $k$-nearest neighbors. The classical case of pair interactions is also included. The basic tools are an entropy bound and stationarity.

preprint2010arXivOpen access
David DereudreRemy DrouilhetHans-Otto Georgii
math-phmath.PRmath.MP
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David DereudreRemy DrouilhetHans-Otto Georgii

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