… The convex hull of X is a random polytope, a zonotope actually, that is, a linear image of a
hypercube or, equivalently, a Minkowski sum of segments. By Theorem 2.1 [4], every vertex is …

… du zonotope P et (W, Sx) est le syst`eme du zonotope P. Nous dirons que le zonotope P est
… Un complexe poly`edral est dit zonotopal si toutes ses faces sont des zonotopes. Si (W, S) …

… class of projection bodies of order n − 1 has been widely investigated and it is closely related
to the class of zonoids which are limits in the Hausdorff metric of sequences of zonotopes, …

… Our result links Zonotopes inclusion with the existence of a sequence of dissimilarity
preserving/reducing operations, as the Lorenz curve is related to the existence of a sequence of …

… Theresa Rienmüller, Mehdi Bayoudh, Michael Hofbaur, and Louise Travé-Massuyes Robust
Identification and Fault Detection using Zonotope-based Direct and Inverse Approaches... …

The interaction between business processes (BPs) by means of a choreography is considered
as a Business-to-Business Collaboration (B2BC). This work presents a proposal to …

A Quasisymmetric function for Generalized Permutahedron Page 1 A Quasisymmetric function
for Generalized Permutahedron Caroline J. Klivans Joint work with Marcelo Aguiar and …

… For example, reduced box [X]’ is in fact the smallest box containing the convex zonotope
defined by (10). After computing the vertices of this zonotope, it is easy to determine [X]’ by …

Let ( e i ) be a fundamental system of a Banach space. We consider the problem of approximating
linear combinations of elements of this system by linear combinations using quantized …

In this paper we propose an approach to over-approximate the reachable set (with bounded
time and number of transitions) of a hybrid system by a finite set of polytopes. The …