… finite zonotopes and constrained zonotopes to cover the state space. Since the generated
zonotopes and constrained zonotopes … all generated zonotopes and constrained zonotopes to …

… The algorithms are based on constrained zonotopes, a generalization of zonotopes capable
… of zonotopes. Additionally, unlike other set representations like intervals, zonotopes, …

This paper presents a computational procedure to evaluate the fault tolerance of a linear-constrained
model predictive control (LCMPC) scheme for a given actuator fault configuration (…

… We associate to the list X a zonotope, that is a convex polytope … We start by showing the
relations with the zonotope Z(X) … the number of integral points of the zonotope Z(X). Moreover we …

… on zonotopes model of channel and then derive the capacity of VLC-MIMO with precoding
when the number of transmitters is greater than receivers. Based on the zonotopes graph, two …

… We prove that for any zonotope K ⊆ Rd one has vb(K,K) % d logloglogd. … zonotope,
generalizing Vaaler’s Theorem for cubes. We also prove that for two different normalized zonotopes …

… DeepZ zonotopes, the DeepZ zonotopes augmented with IBP bounds, and zonotopes …
Then we perform dual ascent over 2-d zonotopes, before merging the zonotopes of the final …

This paper investigates the state interval estimation and fault detection (FD) problems for a
Lipschitz nonlinear switched system based on the combination of the H ∞ $$ {H}_{\infty } $$ …

… Δ-zonotopes R Δ Generalizing and developing the ideas from Section 2 we introduce Δ-zonotopes
as higher dimensional analogues of the centrally symmetric hexagon, used in the …

… some (d + 1)-zonotope onto Z. We classify those 3-zonotopes with five or fewer distinct zones
… enumeration formulas for the tilings of the zonotopes in each class. This enumeration relies …