Blanchard Ph., Dell’Antonio G., Gandolfo D. — Connectivity Properties of Continuum Percolation Processes on R^2
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Название: Connectivity Properties of Continuum Percolation Processes on R^2
Авторы: Blanchard Ph., Dell’Antonio G., Gandolfo D.
Аннотация:
Journal of Statistical Physics, Vol. 106, Nos. 1/2, January 2002. p. 1-22.
A new approach is introduced in order to estimate the critical parameters of continuous percolation of overlapping disks in R2 when the centres of the disks are Poisson distributed. Better insights on relevant parameters near criticality are found. Moreover, introducing a suitable connectivity length, the model is able to describe continuous percolation of any type of geometrical objects in R^2.
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