… We use constrained polynomial zonotopes (CPZs), first … A zonotope is the Minkowski
sum of a set of generating … Constrained polynomial zonotopes generalize zonotopes by (1) …

… F-size of two zonotopes Z1 and Z2. By computing the ratio of g1 −g2 … zonotopes on the
dispersity D(Z1,Z2) of two zonotopes Z1 and Z2. Similarly, the dispersity of a family of zonotopes is …

… A shorthand notation of a zonotope can be written as Z = ( g 0 , g 1 , … , g e ) . The zonotope
Z is … Here, A is the matrix zonotope of uncertain system matrices; X 0 is the zonotope of initial …

… modeled by geometrical forms such as zonotopes [24], ellipsoids … Thus, the zonotope-based
set-membership method is … in this paper belongs to a zonotope, which is different from the …

… computing the parameterized FRS, by using zonotope reachability instead of SOS programming.
… This paper generalizes the zonotope reachability developed in [KHV19] for redundant …

… much more subtle when the zonotope is not integral. However, we can still describe it for
almost integral zonotopes v + Z(U), which are obtained by translating an integral zonotope Z(U) …

… Instead of maintaining linear bounds or zonotopes as the over-approximation, we directly
use the numerical interval [li, ui], and derive [li+1, ui+1] from [li, ui]. In short, if lk ≤ zk ≤ uk, …

… We show Reach(π) has a close relation with a zonotope whose generator is derived from
the … However, in zonotopes there are additional boundary faces that are obtained by capping …

… But using zonotopes, basic set operations can be reduced to simple matrix calculations. This
fact … For completeness, relevant definitions and properties of zonotopes are recalled in the …

… Obviously, the zonotope Rg should contain the confidence ellipsoid Eα(µ, Q), ie, Eα(µ, Q) ⊆
… confidence zonotope Rg of the random vector rg,∞ to construct the confidence zonotopes R …