… In this section, we introduce zonotopes as an efficient set representation. Additionally, we
recall two approaches for determining whether a zonotope contains another zonotope. Finally, …

… de X sous formes de zonotopes aléatoires réguliers. Ces zonotopes aléatoires réguliers
peuvent être … du grain primaire via ses approximations sous forme de zonotopes aléatoires. …

… The Minkowski sum of finitely many centred line segments is called a zonotope. Besides of
being … , regular octahedron, icosahedron and pentagonal dodecahedron are not zonotopes. …

… 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 …

… The present paper tackles this issue by using zonotopes and discussing their … halfspace
representation of a zonotope (13), we note that the hyperplanes defining a zonotope are strongly …

… related to the segment matrix H ̄ k and the residual zonotope lives in a box, it seems that
the l ∞ … zonotopes, we turn to the Frobenius norm to describe the sizes of residual zonotopes …

… makes use of several results about zonotopes which are available in combinatorial and …
In Section 2.1 we discuss the necessary preliminaries on zonotopes and edge-directions. In …

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. …

… As they happen to be a specific type of zonotope, they articulate perfectly with the
zonotope bounding method that we propose to enclose in an optimal way the set of flowpipe …

… With the use of zonotope characterization, zonotope order-reduction, and polytope containment…
assumption is mainly for convenient notation and computation, as we use zonotope order …