We consider box spline quasi-interpolants based on local linear functionals of point evaluator
and integral type. The approximations are easy to compute, and reproduce the whole …

… Constraints Vertices Zonotopes Support F. … Constraints Vertices Zonotopes Support F. …

We identify and solve an overlooked problem about the characterization of underdetermined
systems of linear equations for which sparse solutions have minimal ℓ 1 -norm. This …

This volume contains the proceedings ofthe 11th Workshop on Hybrid Systems: Computation
and Control (HSCC 2008) held in St. Louis, Missouriduring April 22–24, 2008. The annual …

We describe a Groebner basis of relations among conditional probabilities in a discrete
probability space, with any set of conditioned-upon events. They may be specialized to the …

… Unimodular oriented matroids are in bijection with mixed subdivisions of a zonotope, where
any edge used in the summand is an edge of ∆d−1. There happens to be a natural class of …

… La distance di représente la distance entre la facette i du zonotope et … zonotope est formé
par l’intersection de k hyperplans. La distance di , avec i ∈ [1, k], entre la facette i du zonotope …

… For wide classes of system dynamics, these reach sets can be computed or approximated
efficiently both in discrete time and continuous time, using polytopes ellipsoids zonotopes …

We survey various results on counting hypercubes and related problems. Since median
graphs are built in a very special way from hypercubes, the number of hypercubes of different …

In this article, we study the interactions between a control-command program and its physical
environment via sensors and actuators. We are interested in finding invariants on the …