Oct. 13 2008 2:00PM

Oct. 13 2008 3:30PM

The talk concerns a model of random set given by a finite union of interacting discs with centres in a bounded subset of the two-dimensional Euclidean space. This model is described by a density (with respect to a Boolean model), which depends on geometrical characteristics (e.g.\ area or perimeter) of the given set. The contribution presents both theoretical and statistical results obtained mainly by using known methods from the theory of point processes.

Pravidelný seminář Inteligentní systémy (Kontaktní osoba: Tomáš Kroupa)