… and red zonotopes, while in the powerset domain we keep the blue and red zonotopes
separate… The final images show how the second affine transformation affects all three zonotopes. …

… Using the zonotope theory we can (theoretically) find candidate w-vectors. • Betti numbers
for the Stanley-Reisner ideal and its Artinian closure (adjoint the quadratics a 2 ,b 2 ,...): △, β(I…

… zonotopes, e(t) is also bounded in a zonotope denoted by Ω = 〈0,H(k)〉, where H(k) ∈ R(nx+nf
)×r . According to (11), the generator matrix H(k) of the zonotope Ω … zonotopes, we have …

… Furthermore, the simplification of the set representation is tackled by limiting the Hausdorff
distance between the original and reduced sets; we demonstrate this for zonotopes. Both …

… For the computation of reachable sets we use our method based on zonotopes as approximation
sets. We show how decisions to manage the platoon at the intersection under safety …

… defined over the real numbers and define its associated zonotope chain. Our main result is a
… ) the coamoeba and zonotope chains map to the coamoeba AB and the zonotope ZB, and a …

… form and complex shapes (zonotopes and polytopes) for … systems with uncertain parameters
bounded by a zonotope. … in parameters was bounded by a zonotope, whereas in the method …

… of a zonotope can be written as Z = (g0, g1, . . . , ge). From Definition 1, a zonotope is a special
polytope that is convex and symmetric with respect to its center. The zonotope is favorable …

… with zonotopes in the plane, and more specifically, the inclusion relation between zonotopes
in the plane. Our purpose is to use only the implicit presentation of zonotopes as Minkowski …

… We conclude by briefly exploring the connections between our hybrid mixed graphs and
zonotopes, root systems corresponding to subgroups and the group theoritic structure of the …