… zonotopes in (4.2) and (4.3). Since e(0), \(\omega (t)\), and \(\upsilon (t)\) are bounded in
centered zonotopes, e(t) is also bounded in a zonotope … the corresponding zonotopes, we have …

This paper presents a new set-membership estimation methodology for uncertain switched
LPV discrete-time systems subject to unknown inputs, unmeasurable time-varying …

… The chapter introduces some background material on sets and in particular on zonotopes.
It presents the fault detection and isolation procedures using set‐based approaches. The …

This thesis, partially based on the author's joint work [HZ20], studies mirror symmetry for toric
varieties from the perspective of geometric invariant theory. We translate GIT constructions …

… One is an over-approximation based approach, such as Zonotope and Abstract domain, …
The approximation methods normally apply a geometric object such as Zonotope to …

… zonotopes, a subclass of polytopes amenable to reachable set computation [24]. A zonotope
… We represent Ji with one zonotope per time interval, which is returned by Ji : NT → P(R2 ×K)…

… facts on fine zonotopal tilings, or cubillages, on a cyclic zonotope in a space R d . (The term
“… -to-one correspond to the cubillages Q in a cyclic zonotope Z ( n , d ) (generated by a cyclic …

… zonotopes are adopted to describe the UBB disturbances and noises in this article. In [15],
zonotope… 1) Different from the results proposed in [11] and [12], the zonotopesbased approach …

… This implies in dimension 2,3, a convex body P multi-tiles only if it is a zonotope. Therefore
in the rest of this paper we assume P ⊂ R2 is the zonotope generated by pairwise non-…

We tackle the problem of a combinatorial classification of finite metric spaces via their
fundamental polytopes, as suggested by Vershik (2010). In this paper we consider a hyperplane …