15. Boolean random fields with spherical grains

In this paragraph, Boolean random fields will almost certainly have spherical (i.e. p.s. convex) non-empty primary grains with mean radius $\bar{r_{0}}$ .

The Choquet capacitive functional is given for a compact subset $C$ of $ℝ^{n}$ by

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Bibliography

(1) - ARTSTEIN (Z.), VITALE (R. A.) - A strong law for large numbers for random compact sets, - The Annals of Probability, Vol. 3, N° 5, pp. 879-882, (1975).
(2) - BADDELEY (A. J) - A crash course in stochastic geometry. - In : Stochastic...

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