… We address this question by considering zonotopes and their … Zonotopes are widely
used in control, eg, for collision … We will use extensively zonotopes as a class of polytopes, …

This technical note presents a new identification method for discrete linear systems with time-varying
parameters based on bounded-error approach. It is assumed a bounded additive …

This paper considers set-membership estimation for discrete-time linear parameter-varying
descriptor systems. Ellipsoid bundle, a new set representation tool combining certain …

… uj , 1 6 j 6 n, and so it is indeed a zonotope in Rd . We observe that if the linear span of the
vectors u1;u2;:::;un is the whole Rd , then the zonotope n has nonempty interior; while if these …

… , of zonotopes. The latter are finite Minkowski sums of line segments. Zonotopes are the only
… They are relatively well-understood: for instance, it is known that a polytope is a zonotope if …

… If the NODE is nonlinear, we make use of zonotope and polynomial-zonotope based … , which
are more scalable than other zonotope-based methods and possess soundness guarantees …

… Zonotope order reduction methods help us to overapproximate a zonotope Z(c, H) by a
zonotope … methods that increase zonotope order, as operations with high order zonotopes are …

… Because G is an affine map of RK into R3, G is a zonotope whose geometry we characterized
in the companion Part I paper [1]. A color control function (CCF) is a function C : G → [0, 1]…

… (normalized) volume of the zonotope as a measure of industry heterogeneity. We then propose
a measure of productivity change based on the zonotope's main diagonal and we assess …

… If the center c of the zonotope is not the origin, we can translate the zonotope and the point
with −c. Therefore, without loss of generality c = 0 and d2 = 1 holds. Let us assume the real …