… and S is a zonotope with q generators and since the number of generators of a set/zonotope
S1 8S2 is upper bounded by q1 +q2 when S1 and S2 are zonotopes with q1 and q2 …

We can have several procedures to construct 3-dimensional models of the more-dimensional
cubes and 2-dimensional shadows of these, even on the classical field of Platonic and …

This paper deals with the design procedure of the recently presented robust MPC for
tracking of constrained linear systems with additive disturbances. This controller is based on …

… Recall that we can associate a zonotope to a hyperplane arrangement. That … zonotope is
called the W-Permutahedron. Also, the fan of the arrangement is the normal fan of the zonotope. …

… Our result links Zonotopes inclusion with the existence of a sequence of dissimilarity
preserving/reducing operations, as the Lorenz curve is related to the existence of a sequence of …

… Likewise, the third entry in (5.2) and (5.3) refers to a 4-dimensional zonotope with 40
facets and λ (3)= 104 vertices. The normal fan of that zonotope is an arrangement of eight …

… Recall that we can associate a zonotope to a hyperplane arrangement. That … zonotope is
called the W-Permutahedron. Also, the fan of the arrangement is the normal fan of the zonotope. …

… In other words, the zonotope Z(X) is the image of the unit cube … as zonotopes, zonotope
tilings, lattice points in zonotopes, … ideals to the zonotope Z(X) and to several other constructs. …

We present a scalable reachability algorithm for hybrid systems with piecewise affine, non-deterministic
dynamics. It combines polyhedra and support function representations of …

… data defining a zonotope). These 3-zonotopes are remarkable since naively one might expect
only a linear number of vertices in any section of a “typical” 3-dimensional zonotope. Their …