Publication Date:
2009
Short description:
GEOMETRIC PROBABILITIES OF BUFFON TYPE IN THE EUCLIDEAN PLANE / Bonanzinga, Vittoria; Sorrenti, L.. - In: RENDICONTI DEL CIRCOLO MATEMATICO DI PALERMO. SUPPLEMENTO. - ISSN 1592-9531. - 81:(2009), pp. 39-46.
abstract:
We solve problems of Buffon type for two different
lattices: a lattice R1 = R(A,B, a, b) of rectangles of sides A and
B and with obstacles parallelograms of sides 2a and 2b and angle
α ∈]0; π
2 ] with the barycentre on the vertexes of a rectangular tile;
a lattice R2 with elementary tile a parallelogram P of sides a and
b and angle α ∈]0; π
2 [. We consider a line segment and a circle as
test bodies .
lattices: a lattice R1 = R(A,B, a, b) of rectangles of sides A and
B and with obstacles parallelograms of sides 2a and 2b and angle
α ∈]0; π
2 ] with the barycentre on the vertexes of a rectangular tile;
a lattice R2 with elementary tile a parallelogram P of sides a and
b and angle α ∈]0; π
2 [. We consider a line segment and a circle as
test bodies .
Iris type:
1.1 Articolo in rivista
Keywords:
stochastic geometry; integral geometry; geometric probability
List of contributors:
Bonanzinga, Vittoria; Sorrenti, L.
Published in: