Corrispondenze tra spazi proiettivi a connessione costante.
On the measurability of the conic sections' family in the projective space
In this paper we prove that the non degenerate conic sections' family in the projective space is measurable.
Geometric probabilities for non convex lattices. II
We solve problems of Buffon type for a lattice with elementary tile a nonconvex polygon, using as test bodies a line sigment and a circle.
Géométrie intégrale
Quelques considérations concernant le problème de l'aguille de Buffon dans l'espace euclidien En.
Geometria integrale in uno spazio euclideo .
Sulla misura cinematica in uno spazio euclideo .
Connexions invariantes sur des espaces riemanniens à métrique indéfinie à courbure constante.
Sur les correspondances entre des espaces projectifs à connexion projective linéaire
Geometrical probabilities for convex test bodies.
Geometric probabilities for convex bodies of large revolution in the Euclidean space . II.
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