In this paper, a fault detection and isolation (FDI) approach using a bank of interval observers
is developed. From the methodological point of view, a bank of interval observers is …

… The exact computation of (7) is not a zonotope, but we can compute a zonotope over-approximation
of (7). Such over-approximation can be achieved for example via the method …

… 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 …

This paper considers the problem of set-membership estimation for linear time-varying
discrete-time descriptor systems subject to unknown but bounded disturbance and noise. We …

… zonotopal tilings of a given zonotope and one-element liftings of the associated oriented
matroid. We are going to be interested in the three-dimensional cyclic zonotope Z ( n , 3 ) that is …

This paper suggests the use of zonotopes for the design of watermark signals. The
proposed approach exploits the recent analogy found between stochastic and zonotopic-based …

… as a zonotope [12], a structure which has been studied extensively in mathematics and
computer sciences [13, 14]. In this work, we use the mathematical characteristics of zonotopes to …

… sums of intervals, called zonotopes. Every zonotope has a center of symmetry (namely, the
sum of the centers of the intervals). Up to translation, every zonotope Z has therefore the form …

… Note that the zonotope q ⊕ SBd of theorem 5 can be … zonotope, and hence its complexity.
In order to reduce this effect, a lower order zonotope which bounds the obtained zonotope can …

… In this work, all uncertainties are described by uniform PDFs with finite support on zonotopes,
so that the noises are bounded in the deterministic sense. As in Scott et al. (2013a), these …