… zonotopes generated by the columns of the matrices M and L and proving that the volumes
of these two zonotopes … Then the volume of the zonotope Z(M), the volume of the zonotope Z(…

… Zonotopes The methods in this article involve computations with zonotopes, which are …
In generator representation, a zonotope Z is prescribed by its center c ∈ Rn and generators …

… cube slice is a zonoid (zonotope). We also give nontrivial examples in which the slice is a
zonoid; let H : ax + y + z+t=0 with a>1. If a ≥ 3, the slice is a zonotope. Otherwise it has faces …

… The third route is followed by Koshevoy [34], who suggests the use of the Lorenz zonotope
… – the Lorenz zonotope of the former distribution is included in the Lorenz zonotope of the …

… zonotopes, which have a polynomial complexity with respect to the system dimension for
all required operations [19, Tab. 1]. A constrained zonotope is generally defined as [20, Eq. 9] …

… zonotopes in particular due to their computational advantages. For example, the interval hull
of zonotopes … Moreover, zonotopes offer an excellent compromise between accuracy and …

… Zonotopes exhibit special … between zonotopes and hyperplane arrangements is rich,
and includes intriguing connections between the different tilings of the zonotope into sub-zonotopes …

Our 3-dimensional framework (3-model) of any k-dimensional cube (kcube) can be produced
either based on starting k edges arranged by rotational symmetry or as sequences of strut-…

… [1], this paper focuses on the representation of uncertainties by zonotopes and the design of
… Section II introduces the notions of zonotopes and invariant sets. Section III introduces the …

… The feasible domain is efficiently described using zonotopes which have a complexity …
5, we consider a family of zonotopes parametrized wrt their centers cl and scaling factors ∆l …