**Beiträge zur Algebra und Geometrie / Contributions to Algebra and GeometryVol. 40, No. 1, pp. 15-25 (1999)
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Geometrical Probabilities for Convex Test Bodies

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Andrei Duma, Marius Stoka

FB Mathematik der Fernuniversität -GHS- Hagen, Lützowstr. 125, D-58084 Hagen, Germany;
Dipartimento di Matematica dell'Universita di Torino Via C. Alberto, 10, I-10123 Torino, Italy

**Abstract:** The purpose of the present paper is to resolve problems of the Buffon type for any convex test body and a lattice the elementary cell of which is a triangle or a regular hexagon. Finally the independence question for three lattices of parallel lines of different distances is studied.

**Keywords:** geometric probability, stochastic geometry, random sets; random convex sets and integral geometry

**Classification (MSC91):** 60D05, 52A22

**Full text of the article:**

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