… zonotope and G as the set of generators. Z.µ and ZG are used to refer to the corresponding
parameters of the zonotope … the zonotope as this is a valid combination of the zonotope …

… Here, we take zonotopes as abstract domains and compare the output reachable sets
computed by our set-boundary reachability method and the entire input set based method. The …

… of the state transition matrix acting on zonotopes. Their results are illustrated on the finite …
In general, the initial set Ω 0 from Proposition 1 is not a zonotope so we overapproximate it …

… Set-propagation techniques that depend on ellipsoids, Taylor series method, zonotopes,
level sets and intervals and simulation-based techniques that depends on numerical solution to …

With the advancements in analog/mixed-signal (AMS) systems and continuously shrinking
design sizes, there is an increased demand for reliable verification to ensure correct behavior. …

… Zonotopes are a family of polytopes which can be decomposed into parallelotopes, and …
nique to all zonotopes of the Type A root system, also known as graphic zonotopes. We expect …

… is generalized and it is shown that the classical Cheeger bounds can be generalized for
some classes of hypergraphs; it is shown that a geometric quantity used to study zonotopes …

… Motivated by Postnikov’s study of postitive Grassmannians via plabic graphs and Galashin’s
connection of plabic graphs to slices of zonotopal tilings of 3-dimensional cyclic zonotopes, …

… polytopes (equivalently, constrained zonotopes or zonotope bundles) for nonlinear bounded…
chapter bridges the gap between constrained zonotope (CZ)/zonotope bundle (ZB)based set…

… For better illustration, a zonotope and its smallest outer-box are depicted in Fig. 1. … Facing
this reality, a zonotope-based approach is used in this article to generate a dynamic threshold. …