… reader into using zonotopes for neural … a zonotope being pushed through a single layer in
a toy neural network to help build intuition for the reader into the ideas behind using zonotopes…

… of two zonotopes Z(R1) and Z(R2) is a zonotope that can be … of a zonotope Z(R) by a linear
application L is a zonotope that … 1) is assumed to be a known zonotope centered on c0 ∈ Rn …

… H(K)≥ 2cd of [19] restricted to zonotopes. A zonotope is a convex polytope whose faces (of
any dimensions) are centrally symmetric (for more information about zonotopes, see [9]). …

… zonotope of G, the dimension of the central algebra is equal to the volume of this zonotope,
… the number of interior lattice points of this zonotope. Recall that the dimension of the inverse …

… designed to solve mixing problems: zonotopes. This relatively new mathematical field comes
… A vectorial reconstruction of Minkowski sums, the zonotopes, provides information on the …

… 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 …

… sum of finitely many centered line segments is called a zonotope. Consider a zonotope …
{C}}^{{\prime}}\) is called a zonoid if it is a limit in a d H distance of a sequence of zonotopes. …

… zonotope とは, 有限個の線分の Minkowski 和で表わされる … 対称とは限らない) 線分の Minkowski
和 で表わされる凸多面体を zonotope と言う. $\square _{h}$ は $r$ 次元の zonotope である. …

… 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 …