… framework exploits geometric properties of zonotopes that apply on the Voronoi cells of all
lattices. Based on the parallelepiped decomposition of zonotopes, the characterization of self-…

… (9) A zonotope Z is a finite Minkowski sum of intervals. A zonoid is the limit (in the
Hausdorff topology) of a sequence of zonotopes. By Step 8, …

… les ensembles en forme d’étoile (qui vont au-del`a du domaine des corps convexes et
représentent un prolongement naturel dans l’étude des syst`emes commutés) et les zonotopes (…

In this paper a novel approach to discrete state space modeling of nonlinear analog circuits
is presented, based on the introduction of an underlying discrete analog transition structure (…

… The resulting domain is thus a time-varying zonotope. This class of centrally symmetric …
kinds of uncertainties within a time-varying zonotope characterized by an augmented matrix E(t) …

… We'll meet it again as a zonotope in Section 7.3, and as a fiber polytope (the monotone
path polytope of the cube) in Section 9.2. There is a much more recent counterpart, the …

The main purpose this book is to bring together some areas of research that have developed
independently over the last 30 years. The central problem we are going to discuss is that of …

This paper presents a MATLAB Toolbox that allows to represent and manipulate subpavings,
ie unions of non-overlapped boxes. The main property of subpavings is their ability to …

Inspired by work of Simion and Ullman on the lattice of noncrossing partitions, we show that
the shard intersection order on the symmetric group admits a symmetric boolean …

This paper investigates a state estimation set-membership approach for fault detection of a
benchmark wind turbine. The main challenges in the benchmark are high noise on the wind …