… of smoothened data depend on the sample size Instead of we consider then the zonotope
… zonoids by zonotopes in fixed directions Next we are looking for a zonotope Z which is …

… of zonotopes (which are figures of a space defined by all linear combinations of a given set
of vectors). We first define a graph which is a dual of a tiling of a planar zonotope … zonotope. …

… a time-invariant domain represented by a zonotope. The proposed method helps to find the
… In this paper, the zonotope S(8) is defined by the following analytical relation, where A. is …

… The construction of a zonotope or of a sequence of zonotopes such that when … by zonotopes
in fixed directions Next we are looking for a zonotope Z which is contained in a polytope …

… the duality relation between a zonotope in a three-… zonotope, which is defined by the
bounded linear combination of vectors (for example, see Fig. 2), and we denote the zonotope …

… zonotopes described in Section 4 is easily extended to handle parametric surfaces: We simply
use affine arithmetic to compute a three-dimensional zonotope … containing the zonotope is …

… In subsection 2.3, we define a time-invarianty zonotope in the parameter space such that, at
… Then, it is shown that the measurement equation maps the zonotope Pθ in a new zonotope …

… We start by introducing some basic facts about zonotopes that we shall use; for some we …
When the vectors in E are rational, we refer to zone(E) as a rational zonotope; in this case, the …

… criterion, the Lorenz zonotope, that generalizes the … would be equivalent to Lorenz zonotope
dominance. Neither did … a ranking equivalent to Lorenz zonotope domination. Kolm [22] has …

… Since the class of zonotopes is closed under affine maps, we can use zonotopes to … grid
cell I using the apply(Map,Zonotope) and over approximate(Zonotope,Grid) functions. Finally, we …