… two seems particularly suitable: zonotopes with the advantages of fast and exact computation,
but the drawbacks that zonotopes can only represent symmetric convex sets ; and support …

… is developed in this paper by zonotope-based reachability analysis. … zonotope to deal with
multiple device parameters with tuning ranges. Moreover, a sensitivity calculation of zonotope …

… The fault detection algorithm presented in this paper is based on the use of zonotopes as
an approximated feasible solution set, AFSSN , that fulfills FSSN ⊆ AFSSN for which …

… We present short and natural proofs of these results that work for any graph using zonotopes
from convex geometry. A zonotope is a linear image of a cube. Moon’s Theorem follows by …

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

This paper presents a new approach to guaranteed state estimation for nonlinear discrete-time
systems with a bounded description of noise and parameters. The sets of states that are …

… distributed set-membership observation based on zonotopes. The method is able to estimate
… to minimize the Frobenius norm of the prediction zonotope. The simulations show that the …

… zonotope and state of health lies in an interval, which is also regarded as a one-dimensional
zonotope… by searching an optimal argument based on the zonotope and strip of noise term. …

… In this paper, the analytical volume computations of the zonotopes generated by the matrix
… describe accurately the size and shape of the zonotopes. Because the control ability for LDT …

… Translations of such sets we also refer to as zonotopes. For a … We note that all of C, F, PN
(C), and PN (F) are zonotopes. For … (·) that the projection of a zonotope is again a zonotope, ie, …