… A related, but not necessarily simple, class of polytopes is the zonotopes. A zonotope is
the affine projection of an n-dimensional hypercube onto d < n dimensional space. For a non-…

… Vectors {vi}, i ∈ Np are often called generators of the zonotope Z. The following result is
particularly useful in optimization problems involving inclusions of polyhedra. It is a direct …

… In order to describe the regions where the partition function is a quasipolynomial, one needs
to introduce a basic geometric and combinatorial object: the zonotope B(X) generated by X. …

In this paper we design an interval observer for nonlinear uncertain continuous‐time dynamical
systems, in the unknown‐but‐bounded error framework. We show how to generate two …

… The determination of a zonotope characterizing the set of acceptable solutions is
equivalent to the determination of the parameters hij in an interval form. For that, many optimization …

This paper deals with parameter estimation of fractional models based on frequency domain
uncertain but bounded data. Fractional models parameters, including differentiation orders, …

Extended objects are characterised with multiple measurements originated from different
locations of the object surface. This paper presents a novel Sequential Monte Carlo (SMC) …

… lattice translate of the zonotope Z m =n 1 E 1 +⋯+n 7 E 7 is contained in P (we run through
lattice points F in P to check if F+Z m is contained in P). For all such zonotopes that fit into P …

… The papers [11] and [2] deal with the reachability analysis of continuous-time hybrid systems
based on zonotope representations of the state vector. Zonotopes can be regarded as a …

… We illustrate the results of this section with particular sorting networks whose brick polytopes
are graphical zonotopes. Among them, the permutahedron is a well-known simple ( n − 1 ) -…