… k l 2)-dimensional zonotope associated with the complete bipartite graph Kk,l. The Newton
polytope of each coordinate fij is a line segment, and the zonotope is their Minkowski sum. …

… If X is of the form (4) then Sx is a zonotope and is easily seen to satisfy one and therefore
all of the six conditions, equivalent for zonotopes, of [6, Satz 5.1). …

… A polytope in a vector space X is said to be a zonotope if all of its faces are symmetric. A
convex body is said to be az onoid if it is the limit (in the Hausdorff topology) of zonotopes. …

… between zonotopes and general polytopes emerges. As with general convex polytopes,
we have nonnegativity of the cd-index for zonotopes. However, the cd-index of any d-zonotope …

In this paper we analyze Cantor type sets constructed by the removal of open intervals whose
lengths are the terms of the p-sequence, { k - p } k = 1 ∞ . We prove that these Cantor sets …

… zonotope enclosures that adapt themselves better to the shape and orientation of the underlying
set, thus also reducing the wrapping effect. (A zonotope is … and the zonotope enclosures …

… Then we get a zonotope of dimension d +1, associated with the arrangement pi, by :e…
zonotopes, while "simple" arrangements (as defined on page 391) correspond to cubical zonotopes…

Non-primitive n-dimensional parallelohedra of the first type: combinatorics and symbols
Page 1 EA Bol’shakova Non-primitive n-dimensional parallelohedra of the first type: …

… The so called zonotopes and lift-zonotopes have been used to describe and investigate
the properties of a multivariate distribution, see Mosler (2002). Randles (1989) developed an …

… (Venkov and McMullen proved, independently, that a zonotope in any dimension n tiles R"
if, and only if, all of its zones have length 4 or 6.[23],[17].) If a shape tiles both periodically and …