AbstractWe develop algorithms for the approximation of a convex polytope in R3 by polytopes that are either contained in it or containing it, and that have fewer vertices or facets, respectively. The approximating polytopes achieve the best possible general order of precision in the sense of volume-difference. The running time is linear in the number of vertices or facets
We experimentally study the fundamental problem of computing the volume of a convex polytope given a...
International audienceWe experimentally study the fundamental problem of computing the volume of a c...
Jean-Pierre Dedieu, rapporteur Jean-Marie Morvan, rapporteur Jean Della Dora, président du jury Luc ...
AbstractWe develop algorithms for the approximation of a convex polytope in R3 by polytopes that are...
Approximating convex bodies succinctly by convex polytopes is a fundamental problem in discrete geom...
AbstractWe develop algorithms for the approximation of convex polygons with n vertices by convex pol...
International audienceConvex bodies play a fundamental role in geometric computation, and approximat...
International audienceConvex bodies play a fundamental role in geometric computation, and approximat...
International audienceConvex bodies play a fundamental role in geometric computation, and approximat...
AbstractWe develop algorithms for the approximation of convex polygons with n vertices by convex pol...
The problem of approximating convex bodies by polytopes is an important and well studied problem. Gi...
International audienceApproximating convex bodies succinctly by convex polytopes is a fundamental pr...
International audienceApproximating convex bodies succinctly by convex polytopes is a fundamental pr...
International audienceApproximating convex bodies succinctly by convex polytopes is a fundamental pr...
International audienceApproximating convex bodies succinctly by convex polytopes is a fundamental pr...
We experimentally study the fundamental problem of computing the volume of a convex polytope given a...
International audienceWe experimentally study the fundamental problem of computing the volume of a c...
Jean-Pierre Dedieu, rapporteur Jean-Marie Morvan, rapporteur Jean Della Dora, président du jury Luc ...
AbstractWe develop algorithms for the approximation of a convex polytope in R3 by polytopes that are...
Approximating convex bodies succinctly by convex polytopes is a fundamental problem in discrete geom...
AbstractWe develop algorithms for the approximation of convex polygons with n vertices by convex pol...
International audienceConvex bodies play a fundamental role in geometric computation, and approximat...
International audienceConvex bodies play a fundamental role in geometric computation, and approximat...
International audienceConvex bodies play a fundamental role in geometric computation, and approximat...
AbstractWe develop algorithms for the approximation of convex polygons with n vertices by convex pol...
The problem of approximating convex bodies by polytopes is an important and well studied problem. Gi...
International audienceApproximating convex bodies succinctly by convex polytopes is a fundamental pr...
International audienceApproximating convex bodies succinctly by convex polytopes is a fundamental pr...
International audienceApproximating convex bodies succinctly by convex polytopes is a fundamental pr...
International audienceApproximating convex bodies succinctly by convex polytopes is a fundamental pr...
We experimentally study the fundamental problem of computing the volume of a convex polytope given a...
International audienceWe experimentally study the fundamental problem of computing the volume of a c...
Jean-Pierre Dedieu, rapporteur Jean-Marie Morvan, rapporteur Jean Della Dora, président du jury Luc ...