… , and the number of lattice points in a half-open zonotope. In particular, both models yield new
… convolution-like formula for the Ehrhart polynomials of lattice zonotopes will also be given. …

… Zonotopes provide a way to make a good tradeoff between estimation accuracy and … of
ellipsoids and zonotopes. To this end, we need first review the relevant knowledge of zonotopes. …

… helicopter in terms of zonotopes. Not only are the resulting zonotopes used for the observer-…
, a product of two matrix zonotopes is overapproximated by another matrix zonotope. That is …

… To overcome the limitations due to the cooperativity constraint and coordinate transformation,
this paper introduces a new set-membership estimation method based on zonotopes. This …

… By transforming the polytopes that are characterized as zonotope bundles (ZB) and/or
constrained zonotopes (CZ), from the state space to the space of the generators of ZB/CZ, we …

… how to automatically construct zonotope transformers for … zonotope domain will be able to
leverage this dependence for improved precision. We can now finally propagate the zonotope …

This contribution proposes a recursive, computationally efficient, ready-to-use, online
method for the ellipsoidal state characterization for linear discrete-time models with additive …

… , and zonotope. In this work, zonotope approach is adopted to model the changes of
network latency. Figure 1 illustrates the modeling of changes using one-, twoand three-dimensional …

… In this article, we take advantage of zonotopes to 12 describe the range of variables …
zonotope is an effective tool for dealing with system 87 uncertainties. Therefore, we use zonotopes …

… inside certain zonotope called the ‘… zonotope in R k , we obtain a universal skeleton over R
k × R k ﹨ D for some fattening D of the periodic facet hyperplane arrangement of the zonotope…