… Given unknown power injections pr, a zonotope that includes all possible … the zonotope of
θΔ from the zonotope of x, then using information of the system topology we obtain zonotopes …

… The data structure we choose is affine forms, they represent sets called zonotopes and have
… the zonotope, acceptable precision can therefore be maintained if the size of the zonotopes …

… Hereinafter zonotopes will be denoted as Z = 〈c, H〉. Besides, given matrix L ∈ Rl×n and
… entails the construction of highly dimensional zonotopes, as well as certain knowledge …

… to zonotopes that allows us to explicitly derive the sinc function for general lattices. The
abstraction to zonotopes … of a higher zone zonotope, we can convert it to a lower zone zonotope. …

… zonotopes, which are centrally symmetric convex polytopes … In generator representation, a
zonotope Z is prescribed by its … enclosing a given zonotope within a zonotope of lower order. …

… the definition of a zonotope: it is the image of a cube under an affine projection. Zonotopes
are special … From (3) we conclude that our AVS is exactly a zonotope. This fact has been first …

… A variant of the monotone path polytope for the root zonotope of type A4. It has 62 vertices,
100 edges (10 directions, 10 in each direction) and 40 faces (10 octagons and 30 squares). It …

… a zonotope is … zonotopes are typical edge-polynomial polyhedra. The number of edge
vectors of base polyhedra is O(n2) with n being the dimension of the space, and that of zonotopes …

… Comme un zonotope est un polytope, le zonotope peut être mis sous forme d’une H-représentation
ou d’une V -représentation. Cependant l’avantage du zonotope vient de ses propres …

… is a zonotope vertex. … zonotope in O(k). If it is, the minimum distance is zero and its parameters
vector is the solution to w + Awq = 0. Otherwise we find the closest point of the zonotope to …