… zonotope Tn related to these functions and describe its coordinates in terms of a measure of
voting power. We also give a voting interpretation of the coordinates of the derived zonotope …

Let X be a list of vectors that is unimodular and let B X be the box spline defined by X. We
discuss the proof of the following conjecture by Holtz and Ron: every real-valued function on …

… Set-membership state estimation for uncertain systems based on zonotopes and ellipsoids
… Set-membership state estimation for uncertain systems based on zonotopes and ellipsoids …

… bounded by a zonotope is propagated to the residuals determining their alarm limits
bounded by a zonotope as well. When the residuals are outside of the zonotope that defines the …

We consider the problem maxx∈ IRn xT Ax st x∈ C:={ξ: x≤ ξ≤ x}, where x, x∈ IRn and A∈
IRn× n is psd with rank d≪ n. This problem can be rewritten into the form maxy∈ IRd yT y st …

… Although the set S is neither a zonotope nor the compliment of zonotopes itself, Theorem
1 shows that it is fully specified by computing and storing the zonotopes Z[ij]. Thus, the …

… In the final section, we show that each rational two-flat zonotope admits a very peculiar
non-quasi-periodic \(k\)-tiling. We note that it may be quite difficult to offer a visualization of these \(…

… Two consistent approaches to evaluate the effect of demand uncertainty on the decision
result are shown: a Montecarlo approach and a Montecarlo combined with zonotope analysis …

… In general, intersections between zonotopes and between zonotope and strip are not … a
zonotope is not a zonotope, but there exist some methods to build a zonotope encompassing the …

… is developed in this paper by zonotope-based reachability analysis. … zonotope to deal with
multiple device parameters with tuning ranges. Moreover, a sensitivity calculation of zonotope …