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Erschienen in:
2021 | OriginalPaper | Buchkapitel
Boolean Random Sets
verfasst von : Dominique Jeulin
Erschienen in: Morphological Models of Random Structures
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The models of random sets introduced in this chapter are based on the Poisson point process, used as seeds for the Boolean RACS, which gives good simulations of two phase connected media, for which a percolation threshold can be estimated. Properties of this model and examples of application with proper identification of its parameters are given. Generalizations include Poisson varieties (which are Poisson point processes in appropriate spaces), to build fibre or strata Boolean models, a multi-scale version based on the Cox point process, and a multi component version.