… based on zonotopes is the subject of this paper. Dealing with zonotopes is motivated by set
… Based on a new zonotope size criterion called F W -radius, and by merging optimal and …

… zonotope leading to compute a reduced order zonotope … zonotope. PROPOSITION 1.1.–
COMPLEXITY REDUCTIONOF … bound a highorder zonotope by a loworder zonotope using the …

… The complexity of algorithms that work on zonotopes strongly depends on their order (ie …
, zonotopes of high orders are often over-approximated as tight as possible by zonotopes of …

… for using zonotopes and constrained zonotopes to improve … the use of constrained zonotopes
to represent sets resulting … inner-approximations of zonotopes and constrained zonotopes. …

… Zonotopes and set operations The methods in this article involve computations with zonotopes,
which … In generator representation, a zonotope Z is prescribed by its center c ∈ R n and …

… zonotopes. On the other hand, reduction becomes more complex than for zonotopes, …
either zonotopes or constrained zonotopes in the context of nonlinear set-valued estimation. …

… zonotopes additionally consider linear equality constraints for the zonotope factors, whereas
zonotope bundles represent the set implicitly by the intersection of several zonotopes. A …

… zonotope in terms of refined descent statistics of permutations and prove that the h∗-polynomial
of every lattice zonotope … for the h∗-polynomial of a zonotope in matroidal terms which is …

… Zonotope bundles, as well as constrained zonotopes, are both able to … to zonotopes are
complex zonotopes [26] and zonotopes with subpolyhedric domains [27]. Complex zonotopes …

… Next, in section 3 we introduce zonotopes and discuss their geometrical features. The …
arbitrary sphero-zonotopes. We define a sphero-zonotope SZ as a parallel body of a zonotope, ie …