… sum of finitely many centered line segments is called a zonotope. Consider a zonotope …
A set Z ∈ C′ is called a zonoid if it is a limit in dH distance of a sequence of zonotopes. …

… Recall, that a zonotope is the Minkowski sum of segments. … zonotopes: the first one between
zonotopes which are themselves parallelotopes and the second one between zonotopes the …

… of two zonotopes Z(R1) and Z(R2) is a zonotope that can be … of a zonotope Z(R) by a linear
application L is a zonotope that … 1) is assumed to be a known zonotope centered on c0 ∈ Rn …

… (hyperplane arrangements, zonotopes and tilings of zonotopes), … a certain subset of the set
of integral points in the zonotope … with vectors as we are also interested in the zonotope Z(X). …

… In particular, in this work the parametric uncertainty is bounded by a zonotope. Fault detection
is then based on checking, at every sampling time, the non existence of a parameter value …

… For numerous random matrix ensembles, the expected number of k-dimensional faces of
the random n-dimensional zonotope AHN obeys the formula Efk(AHN)/fk(HN) = 1 − PN−n,N−k, …

… To move the zonotope from event to event, we connect points on the two zonotope
boundaries with the same parameterization, with a line segment. This is called sweeping the …

… zonotope Z maximal for P has at most 4 different summands. (2) There exists a zonotope Z
… For all such zonotopes that fit into P we look at m1 + m2 + m3 and find the maximal possible …

In this paper, adaptive threshold generation for robust fault detection of nonlinear system
described by means of a Linear Parameter Varying (LPV) model is analyzed. Uncertainties due …

… In this section, zonotopes and related operations are used to compute these outer …
complexity of the zonotope. For instance, Figure 8.5 shows the construction of a zonotope from a …