… This paper shows their construction is dual to the fiber zonotope construction of Billera
and Sturmfels, and thus makes sense even when the base arrangement is not generic. The …

… We introduce a novel splitting algorithm based on tiling zonotopes by subzonotopes and …
This algorithm also shows a good compromise by its use in combination with zonotopes as …

… feature matrix associated to the projection DPP, a convex body also called a zonotope. This
zonotope can be partitioned into tiles that uniquely correspond to DPP realizations, and the …

… is bounded by a zonotope obtained by linearly transforming ˆXt−1. Then, by Minkowskisumming
this transformed zonotope and Rd( ˆXt−1,ut−1), we obtain another zonotope, denoted by …

… In particular, we prove that lattice zonotopes and centrally symmetric lattice polytopes are …
This section deals with a characterization for zonotopes in a similar way to Theorem 4.2. More …

… In a given configuration, this set is known to be a convex polytope and, recently, it has been
pointed out that it is in fact a particular type of convex polytope called a zonotope. This paper …

… 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 [10]. …

… results with two zonotope-based set-membership methods. … To get the same precision by
using zonotopes the zonotopes … -space based SM method using zonotopes is used for fault …

… Weighted orders and zonotopes 3. The fan of a design a A column selection algorithm b
Hilbert zonotope 4. Linear aberration a Examples b Bounds for minimal aberration c …

… zonotopes. When the system is in the i-th mode, residual … zonotopes that can contain the
origin. Second, it is not necessary to guarantee, in a mode, that all residualbounding zonotopes …