… Finally, confidence ellipsoids and zonotopes are superposed to extended uncertainty … for
the simple case of a zonotope with 6 vertices. Geometrically the zonotope is decomposed in sec…

… We introduce our implementation based on zonotopes and … , the number of generators for
zonotopes or directions for support … We begin with our approach based on zonotopes [4], [11]. …

… ALGORITHM BASED O1 ZO1OTOPES The aim of this section is to recall some definitions
and some properties of zonotopes and to recall a rather efficient and simple algorithm to …

… combinatoric object known as a zonotope with its vertex set … Later we discuss methods of
zonotope vertex selection and … search heuristic over zonotope vertices and demonstrate that …

… using the notion of “zonotope”. Zonotopes are a data structure which is very useful for
representing and manipulating efficiently convex polytopes. Zonotopes allow to compute easily …

Model abstraction of transistor-level circuits, while preserving an accurate behavior, is still
an open problem. In this paper an approach is presented that automatically generates a …

… The permutahedron is the zonotope polar to the braid arrangement. We show how the
zonotopes polar to the cones of certain deformations of the braid arrangement can be realized as …

… A centered zonotope is a zonotope whose center is the origin… zonotopes is also a zonotope
defined by Z = Z1 ⊕ Z2 = [H1 … Property 2: The image of a centered zonotope Z1 = H1Bm1 ∈ …

… to Zlink to obtain the zonotope in Cartesian space … zonotope is a zonotope and a matrix of
symmetric intervals multiplied by a zonotope can be overapproximated with another zonotope …

… zonotope, all of its kdimensional faces are centrally symmetric, for 1 ≤ k ≤ d. For example,
the zonotopes in R2 are … We shall say that a polytope P ⊆ R3 is a two-flat zonotope if P is the …