… be further described by zonotope sets, thus we have x ( 0 ) ∈ < c x ( 0 ) , H x ( 0 ) > , w ( k )
∈ < c w , H w > , v ( k ) ∈ < c v , H v > , where c x ( 0 ) , c w , and c v are zonotope centers, and …

… zonotope is formed by the directions of the cable unit vectors u ij , while the size of the
zonotope … The property of a zonotope having parallel facets still holds as the shape of the facets …

… and a larger feasible region than the zonotope method [15] and the … than the zonotope method
because the zonotope-based … Essentially, the zonotope method is the special case of the …

… and two privacy-preserving set-based estimation protocols proposed in [5] using Zonotopes.
… and measurement noises are unknown but bounded by zonotopes: nk ∈ ZQ,k = 〈0, Qz …

This article deals with the zonotopic fault detection for fuzzy systems with event-triggered
mechanism. An $\ell _1/h_{\infty }$ fault detector design method is deduced with considering …

… For convergence of Mellin–Barnes solutions we will define the open zonotope … Note
that our definition of a zonotope is scaled with a factor two compared to its definition in [6]. …

… zonotope is a probabilistic hull that contains a bounded component defined by a zonotope
… Similar to a zonotope, a n-dimensional probabilistic zonotope P can be concisely written as: …

… set) VQ of a cubillage Q in the corresponding zonotope; such F and Q exist by Galashin’s
result (Theorem 2.1). More precisely, we consider the zonotope Z = Z(Θ) generated by the set …

… will be used when constructing the zonotope based set-membership estimation algorithm. …
be controlled effectively by using zonotopes in literature [86]. After that, zonotope based set-…

… In our setting, reachable sets are represented as zonotopes, and as a result, exclusion can
be checked using linear programming techniques. This is computed for the measured data of …