Projections of the world onto convex polyhedra
Proof of Grünbaum's Conjecture on Common Transversals for Translates.
Properties of distance functions on convex surfaces and applications
If is a convex surface in a Euclidean space, then the squared intrinsic distance function is DC (d.c., delta-convex) on in the only natural extrinsic sense. An analogous result holds for the squared distance function from a closed set . Applications concerning -boundaries (distance spheres) and ambiguous loci (exoskeletons) of closed subsets of a convex surface are given.
Properties of typical bounded closed convex sets in Hilbert space.
Protecting regular polygons.
Pseudo-boundaries and pseudo-interiors for topological convexities [Book]
Qualitative and quantitative results for sets of singular points of convex bodies.
Quantitative Steinitz's Theorems with Applications to Multifingered Grasping.
Quasi Fricke Polygons and the Nielsen Convex Region.
Quelques considérations concernant le problème de l'aguille de Buffon dans l'espace euclidien En.
Quelques exemples d'application du transport de mesure en géométrie euclidienne et riemannienne
Quelques propriétés topologiques des points d'appui d'ensembles convexes
Quelques questions soulevées par le cône barrière d'un convexe
Radial Minkowski additive operators
We give some characterizations for radial Minkowski additive operators and prove a new characterization of balls. Finally, we show the property of radial Minkowski homomorphism.
Radial projections of bisectors in Minkowski spaces.
Radii of simplices and some applications to geometric inequalities.
Radonpartitionen und konvexe Polyeder.
Random fixed point theorems for multivalued nonexpansive non-self-random operators.
Random polytopes and the volume-product of symmetric convex bodies.
Random polytopes in a convex polytope, independence of shape, and concentration of vertices.