… For a polybasic zonotope P(D,u) we can easily compute(3.6) h(p)= max {<p,y>|y∈P(D,u)}
for each coefficient vector p∈ R V . We can also easily show that the support function h is …

… As a consequence we prove that the cells in the tight-span of a totally split-decomposable
metric are zonotopes that are polytope isomorphic to either hypercubes or rhombic …

This paper deals with fault detection methods taking model uncertainties into account. It
focuses on dynamic and structured uncertain models, where parameter uncertainties are …

… Finally, applications are given to the mixed polytopes of Schneider [19] and to the fibre
polytope of a zonotope; the latter is identified as the projection body of the associated zonotope. …

… Classical interval analysis is extended to zonotopes in geometry for designing a terminal
control invariant set in the dual-mode approach of MPC. It is also extended to modal intervals in …

… In (Ziegler, 1995) we can find the definition of a zonotope: it is the image of a cube under an
affine projection. Zonotopes are … From (3) we conclude that our APS is exactly a zonotope. …

This paper introduces the concept of Pigou-Dalton transfers between populations of income
receivers. Gini's mean difference and Dagum's Gini index between populations are …

… Keywords: Polytope; Zonotope; Convex polytope; Edge; Edge direction; … which is the
zonotope generated by m points on the moment curve in Rd … cubical d-zonotope with m zones. …

… a zonotope, ie the Minkowski sum of finitely many line segments (see Webster [17]). The
inclusion of Lorenz zonotopes … The relation between the Lorenz (Koshevoy’s) zonotope and the …

This paper presents a result concerning the connection between the parallel projection P v,H
of a parallelotope P along the direction v (into a transversal hyperplane H) and the …