… with O(n2) for a fixed zonotope order o. Lastly, we have to … all extreme points of the zonotope.
While this is numerically stable … dimension n if we still assume a constant zonotope order o. …

… Zx|z(k) for each sample x(k), we obtain a matrix zonotope that provides the … matrix zonotope
MΘp that bounds the set of unknown coefficients, we utilize the constrained matrix zonotopes …

… The waysets are represented as constrained zonotopes to enable computationally efficient
on-line calculation. Constraint satisfaction is proven for a hierarchy with an arbitrary number …

… 𝑚-zonotope in R 𝑛 can be defined as the linear image of a 𝑚-dimensional hypercube in R 𝑛
, where 𝑚 is the order of the zonotope … related to zonotopes), 𝑚 (the order of zonotopes), and …

This paper addresses the problem of prognostics based on Joint Estimation of States and
Parameters (JESP) using a zonotopic Linear Parameter-Varying (LPV) set-membership …

… If this is not true, for ex2 Hypercubes and zonotopes ample if O (1) hypercubes are rigidly …
For centrally symmetric convex polygon is a zonotope. In general zonotopes, we know of no …

… In the last part of the talk we consider the random zonotopes … sufficient for weak convergence
ofVn to a limitV which is a countable random zonotope with a non-trivial boundary structure. …

This paper analyzes the structure of the constrained optimization problem induced by a typical
Model Predictive Control (MPC) problem. The main idea is to exploit the particularities of …

… zonotopes and invariant sets. Section III states the plant model and interval observers. Section
IV proposes the residual zonotopes and their bounding zonotopes. … of residual zonotopes, …

… in a zonotope and many possible strategies of wrapping and combining different terms in
the representation of a zonotope. … On the other hand, however, the zonotope and coordinate …