… It is assumed that the sets X 0 and U are zonotopes with order … of generators of the resulting
zonotopes. On the other hand, the … classes are computationally costly relative to zonotopes. …

… set in the G-representation of the zonotope. Since for each estimate it is satisfied that λ∞
≤ 1, it follows that all estimation errors are contained within the set EmRP I. The paper …

… by the intersection of a finite number of zonotopes [47]. Let us … zonotopes—for example,
(14) (y1 wrt y2). Bottom left and right: zoom on a small part computed with intervals or zonotopes …

… Recall that a zonotope is a polytope all of whose faces are centrally symmetric (see [12, …
cell complex is called zonotopal if every cell is combinatorially isomorphic to a zonotope. …

… Hypercubes are themselves zonotopes, so the process involves a mapping of a zonotope
to another zonotope that invariably increases conservativeness but for the purposes of …

… We note that every zonotope A can be seen as an orthogonal projection of a high di… from
Theorem 5.2 below), indeed such direct generalization requires Theorem 4.2 for all zonotopes …

… include zonotopes [19, 34], especially considering that feedforward neural nets with one
hidden layer and ReLU activation functions are known to be characterizable by zonotopes, see …

This paper focuses on designing, via the minimization of a suitable cost function, an input
sequence to guarantee active fault diagnosis (AFD) of discrete-time linear parameter-varying …

… is a (convex) zonotope, ie, an affine mapping of the unitary box of a certain dimension M (3)
W = H W B M , where H W ∈ R n × M . We note that we consider W as a zonotope to simplify …

… As in [26], we choose zonotopes or intervals as the representation of reachable tubes for
computational efficiency. We utilize the same algorithms presented in [26] to compute Rlin(xk) …