… the zonotopes. It appears that there is a nice duality relation between zonotopes (lift zonotopes)
… of zonotope Zp(Y) and lift zonotope LZp+1(Y), respectively. See Koshevoy et al. (2004). …

… 混杂系统连续子系统和离散子系统相互作用的特点, 研究了混杂自动机模, 多面体混杂自动机和
混杂I/O 自动机的建模方法; 对于混杂系统的流管道过近似问题, 给出了齐诺多面体(zonotopes) 的…

… 3] that each MVSE is a zonotope generated by a totally unimodular matrix, and the set of all
MVSE’s (for all spaces) coincides with the set of all space tiling zonotopes described in [4, 7]. …

… In particular, we show that the combinatorics is similar to that of a zonotope. Recall that a …
of a very special polytope known as the zonotope. Zonotopes can be defined in various ways: …

… The method applied in this work is based on [5], which uses zonotopes as a set … abstracts
to linear systems, is efficient, since zonotopes show great performance for linear systems [8]. …

… a zonotope associated to the hyperplane arrangement. These two steps are standard and
we cover them rather briefly. In Section 2.4 we show that the Voronoi cell of L(G) is a zonotope …

… In this section for a zonotope (which are important for applications) we show that the
extreme points determine the edges. As mentioned above these polytopes have the form …

… This additional factor is accounted for through an analysis of zonotopes, which are … by a
matrix on the Stiefel manifold is a zonotope. The fourth section concentrates on the application of …

… Firstly, given any δ ∈ (0,1), there exist zonotopes Z such that δB2 ⊂ Z ⊂ B2; this fact, well
… here; our argument makes essential use of the additional flexibility offered by zonotopes. …

… polynomial, and a polytope is a zonotope if it is the image of a standard cube under a linear
map; see Chapter 7 of [105] for more on zonotopes. We are here considering the zonotope …