… , especially by means of zonotopes to characterise the effects of uncertainties. Besides, in
this paper, we have also characterised the effects of faults by using zonotopes in order to give …

… The standard examples of such polytopes are zonotopes. Traditionally, a zonotope is defined
as … In two-dimensional case all zonotopes are centrally symmetric polygons and vice versa. …

… Since reachability analysis is performed with sets represented as zonotopes or intervals, we
… and ri referring to the generators of the zonotope. The result of these computations are semi-…

… A zonotope Z is a special case of a polynomial zonotope that … i] a zonotope is centrally
symmetric to c so that for zonotopes, … the same sets than polynomial zonotopes when the input of …

This paper proposes a novel approach for Remaining Useful Life (RUL) forecasting using
interval model-based prognostics techniques based on zonotopes without prior knowledge of …

… and the size of the zonotope is time decreasing. If the center of the zonotope can be stabilizable
to … The Minkowski sum of two zonotopes is also a zonotope defined by Z = Z1 ⊕ Z2 = [H1 …

… The (Minkowski) sum of two zonotopes is a zonotope the matrix … a zonotope is a zonotope
obtained from a matrix product: LZ(R) = Z(LR). The smallest aligned box enclosing a zonotope …

… specific structure, called zonotopes. The two key ideas are that one can find tight zonotopic
approximations of the convex disturbance sets first, and then use this zonotope, described as …

… computations, we adopt zonotopes for set representation, … the set computations based on
zonotopes that are required to … in [17] to reduce the zonotope complexity. It is also important …

… It follows from Corollary 2.6 that spectral zonotopes are spectral convex … , zonotopes have
a simple characterization in terms of their support functions: The support function of a zonotope …