… Compare with ellipsoids, zonotopes have better accuracy and is less … of zonotopes is less
than polytopes. Therefore, the set-membership estimation algorithm based on zonotopes has …

… Tutte polynomials of graphical zonotopes in Section 16. Namely, we show that when P is
the polymatroid whose bases are the lattice points of the zonotope associated to a graph G, …

… II we see that the precision can be increased significantly by taking higher-order zonotopes
(… hull of a set of zonotopes CH (Z1 ∪···∪ Zk) again with a single zonotope, which is out of the …

… To our knowledge, interval estimation has not been studied using PCE and zonotope for linear
… PCE and Zonotope In this part, we analyze the error bound using PCE and zonotope. The …

… the notion of the covariation of a zonotope, the author proposes a robust … zonotope,
expressions analogous to the stochastic Kalman filter are obtained. This analogy between zonotope-…

… , zonotopes [10, 11, 23], support functions [24], and level sets [25]. In this paper, the zonotope-…
A zonotope is a polytope formed by the Minkowski sum of a zonohedron's line segments in …

This paper analyzes stochastic linear discrete-time processes, whose process noise sequence
consists of independent and uniformly distributed random variables on given zonotopes. …

Intervals can be seen as a natural way to bound observation uncertainty in navigation systems
such as Global Navigation Satellite System (GNSS), Inertial Measurement Units (IMU) or …

This paper addresses the problem of state and unknown input estimation for linear discrete-time
systems subject to unknown but bounded process disturbance and measurement noise. …

… The idea is based on a reduction of the problem to enumeration of faces of a certain zonotope
in dimension $$O(r)$$ O ( r ) . This paper generalizes previous results where Q had been …