… zono-tope. The main idea consists in an outer approximation of the intersection of a zonotope
(… approximation of the intersection between a zonotope (the prediction of the states) and a …

… a zonotope we should consider the implicit (and efficient) representation in order to exploit
the special structure of the zonotopes … constraint set is not zonotope but can be approximated …

… the concepts of zonotopes in the context of … zonotope and we identify pyramids that are
more specific than the symmetric geometries of [9]. The novelty of this work is the use of zonotope …

This paper introduces a new way of constructing 2-D wavelets which generalizes the univariate
sinc wavelets to images sampled on arbitrary lattices. For lattices other than Cartesian, …

… represented by matrix zonotopes and interval matrices – computational techniques for both
representations are presented. The reachable set is represented by zonotopes, which makes …

… We also give an area formula for the coamoeba, showing that the coamoeba is intimately
related to a certain zonotope. In particular, we show how the coamoeba and this zonotope …

In this paper, robust fault detection based on adaptive threshold generation of a non‐linear
system described by means of a linear parameter‐varying (LPV) model is addressed. …

… Since the curvy zonotopes are in the polytopes from subgraph statistics, so are their convex
… hull of the curvy zonotope in Figure 7. Theorem 3.6 is our main result on curvy zonotopes, it …

This contribution addresses the problem of computing the probability that a linear system
with uncertain inputs reaches an unsafe region in the state space. The probability of reaching …

… and the size of the zonotope is time decreasing. If the center of the zonotope can be stabilizable
to … The Minkowski sum of two zonotopes is also a zonotope defined by Z = Z1 ⊕ Z2 = [H1 …