10. Random point fields with kernels
A core random point field is a random point field obtained by applying a specific thinning rule to a given, usually stationary, first random point field, determining which points are removed from the core random point field as a function of their inter-distances.
A hard-core random point field is a random point field for which the constituent points cannot be closer than a certain minimum inter-distance (section 5.4 of
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Random point fields with kernels
Bibliography
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(1) - ARTSTEIN (Z.), VITALE (R. A.) -
A strong law for large numbers for random compact sets,
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The Annals of Probability, Vol. 3, N° 5, pp. 879-882, (1975).
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(2) - BADDELEY (A. J) -
A crash course in stochastic geometry....
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