… of revolution, spherocylinders—D 2h symmetry—biaxial ellipsoids, speheroplateles [12],
spherocuboids [13]—and a few other cases embraced by the family of sphero-zonotopes [13]. …

The paper deals with polyhedral estimates for reachable tubes of differential systems with a
multiplicative uncertainty, namely linear systems with set-valued uncertainties in initial states…

This paper discusses the use of interval models (LTI models with interval parameters) to
represent the dynamics of complex systems in fault detection. Fault detection methods using …

This paper considers an extension of generalized Lorenz dominance (GL) criterion to the
case of multivariate attributes. Based on the uniform majorization of Kolm (1977), we propose …

… Using a theorem of Stanley, we also compute a general form of the Ehrhart polynomial of
the dual zonotope for a class of cones over rational deformations of the braid arrangement. We …

… It is thus a zonotope centered at the origin (0, 0), and its boundary is obtained by placing the
… The vectors πbk (left), the zonotope ΠB (center), and the coamoeba ΣB (right) from Example …

… As a result, the input term ( ) is assumed to be bounded in a time-varying zonotope the shape
of which is defined by ( ). In particular, when ( ) is a square diagonal matrix, the input term …

… Cette opération peut être effectuée efficacement sur les représentations des zonotopes et
les fonctions de support. des méthodes de calcul d’accessibilité basées sur les zonotopes …

We introduce the notion of arithmetic matroid, whose main example is provided by a list of
elements in a finitely generated abelian group. We study the representability of its dual, and, …

… Symmetric polytopes, called zonotopes 38, could be a solution. The zonotope method for
external approximation of reach sets of discrete-time linear systems was introduced in 11, …