… fk is contained in a zonotope F = 〈fc,Mf 〉. The system input uk is bounded by a zonotope U
= 〈uc,… the Frobenius norm to characterize the size of a zonotope. Definition 4.1: [10] Given a …

… This linear transformation is computed exactly and efficiently for the zonotope-based set …
For this, we use zonotopes, as they are closed under linear transformation and their G-…

… give notation used by Deza and Grishukhin for a zonotope contribution Z(U) which allows us
… -0 and a zonotope Z(U). Correspondence between notations for polytopes and for zonotope …

… In particular, we obtain an explicit expression for the largest possible diameter of a lattice
zonotope contained in the hypercube [ 0 , k ] d $[0,k]^d$ and, conjecturally of any lattice …

… 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 …

This paper addresses the problem of robust fault detection for Linear Parameter Varying (LPV)
systems using set-based approaches. Two approaches are proposed, based respectively …

… [19] and polynomial zonotopes [20]. This way of computing reachable sets is … Extensions
of zonotopes such as matrix zonotopes [23] and parameterized families of zonotopes [24] are …

… way of characterizing a zonotope's vertices, which will be used later in the article. … , and the
zonotope as a whole does not change shape much. In the limit, the zonotopes converge to a …

… After introducing alternative descriptions for the fundamental domain known as zonotopes,
we clarify its mathematical structures along with the physical interpretations. Then, we can …

… , we prove new results for the problem of maximization of the volume of zonotopes. … To get
more information about zonotopes, we refer the reader to Zong’s book [20, Chapter 2] and to […