… We use the sparse representation of polynomial zonotopes introduced in [19] to represent …
Since C is a polynomial zonotope and all polynomial zonotopes are connected, it holds that C …

… In this paper, we focus on the case when P is a zonotope. Let X be a finite list of vectors in …
is a convex polytope with integer vertices, called the zonotope of X. Zonotopes plays a crucial …

… (2021), for which we computed the reachable set using both zonotopes (blue) and polynomial
zonotopes (cyan). This comparison clearly shows the superiority of our novel approach. …

… ◦ It will be useful for our analysis to study the facet structure of zonotopes. The facets of
zonotopes are (p − 1)-dimensional polytopes that have a close relationship to their generators. …

… However, in this paper, an alternative approach based on the use of zonotopes (see …
zonotopes as means to handle the wrapping effect 38. This approach guarantees that the zonotope …

… Grâce à la flexibilité et la simplicité de calcul qu’ils apportent, les zonotopes sont utilisés
dans la deuxième partie de cette thèse. Le zonotope est un polytope symétrique et peut donc …

… order minimal cubature rule on the zonotope PDF of 2D active subspace of aircraft nozzle
model and 5th order minimal cubature rule on the zonotope Accuracy of moments again tied to …

… We show that the zonotope Zb(Cn+1) has the type of the Voronoi polytope PV (An) of the
root lattice An. The classical root lattice An is integrally generated by vectors of the root system …

… using zonotope techniques due to its geometrical flexibility and the reduced complexity [12].
Fault detection observer method using zonotope … 2, we can compute the error zonotope ed …

… zonotope of the complete graph or as the nestohedron of the complete building set. A graphical
zonotope … of ZG is a zonotope, which is the graphical zonotope of a subgraph of G up to …