… Zonotopes are distinguished among belt polytopes by many favorable geometric and
combinatorial properties. We show that inscribed zonotopes also stand out among inscribed …

… 1.1 where P is a zonotope and Q is 1-dimensional. A zonotope with n zones is the image
of an n -dimensional cube under a linear map. To any zonotope with a distinguished linear …

This study considers the problem of interval estimation for event-triggered two-dimensional (2-D)
systems as expressed by the Fornasini-Marchesini local state-space (FMLSS) model. In …

… zonotope-based model for multiple-interval-valued parameter variations. As such, one can
have a zonotope-… to approximate a number of zonotopes along the set of trajectories, one can …

… is equipped with an outer-zonotope (a zonotope over-approximation of … This zonotope
pre-filtering step reduces significantly the … other recent zonotope and abstract domain approaches. …

… zonotope is the Minkowski (pointwise) sum of line segments. We classify all Ehrhart polynomials
of lattice zonotopes … a characterization of all $3$-dimensional zonotopes of degree $2$. …

We establish a relation between lattice point count in graphical zonotopes, and the summands
of the decomposition theorem for the Hitchin system for $\mathrm{GL}_n$, in arbitrary …

To solve the problem of state estimation for systems with dual noise terms, a zonotope and
Gaussian Kalman filters based state estimation algorithm is proposed. A state estimator is …

… A zonotope P(Z) is the Minkowski sum of a set Z ⊂ Rn of n-vectors. Every zonotope and all
its … We see that any face of a zonotope P(Z) and P(Z) itself are centrally symmetric. The center …

… zonotopes, which include as a special case parallelotopes. This thesis will show that the
zonotope … As an extension of the use of set representation with zonotopes, this thesis presents a …