Let X be a totally unimodular list of vectors in some lattice. Let B X be the box spline defined
by X. Its support is the zonotope Z(X). We show that any real-valued function defined on the …

This paper presents a method for guaranteed state estimation of discrete time piecewise
affine systems with unknown but bounded noise and disturbance. Using zonotopic set …

… parallelotope P and a zonotope Z ( U ) , where U is the set of vectors used to generate the
zonotope. In this … Using this we classify such zonotopes for some highly symmetric lattices. …

This paper deals with the problem of guaranteed distributed estimation under an asynchronous
communication scheme. The objective is to estimate the state of a perturbed linear plant …

… this zonotope through a linearized model of the power system. The result is a zonotope …
system static performance, we verify that this zonotope is contained within the region of the static …

… Δ-zonotopes R Δ Generalizing and developing the ideas from Section 2 we introduce Δ-zonotopes
as higher dimensional analogues of the centrally symmetric hexagon, used in the …

… and call Zonp(S) the zonotope generated by S with center p. Thus a zonotope in U is a … We
prove that, for An and Cn, the polar root polytope P∗ is the zonotope generated by the orbit of …

… 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 …

… The defining matrix A of a zonotope Z(A) ⊂ Rn determines the zonotope as both … zonotope
is also a convex polytope with centrally symmetric faces in all dimensions. When a zonotope …

… For completeness, we overview a preliminary version of an algorithm based on solving a
CSP, then we introduce a variant using zonotopes. These two methods will be compared on the …