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Zonohedron
Known as:
Zonohedra
, Zonotope
A zonohedron is a convex polyhedron where every face is a polygon with point symmetry or, equivalently, symmetry under rotations through 180°. Any…
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Related topics
Related topics
17 relations
Box spline
Catalan solid
Chamfer (geometry)
Cuboid
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2014
2014
Monomization of Power Ideals and Generalized Parking Functions
Brice Huang
,
Wuttisak Trongsiriwat
2014
Corpus ID: 18709758
A power ideal is an ideal in a polynomial ring generated by powers of homogeneous linear forms. Power ideals arise in many areas…
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2013
2013
The LP-Newton method for standard form linear programming problems
Tomonari Kitahara
,
S. Mizuno
,
Jianming Shi
Operations Research Letters
2013
Corpus ID: 36986946
2012
2012
Safety Verification of a Controlled Cooperative Platoon Under Loss of Communication Using Zonotopes
Ibtissem Ben Makhlouf
,
Hilal Diab
,
S. Kowalewski
IFAC Conference on Analysis and Design of Hybrid…
2012
Corpus ID: 52958368
Abstract This paper investigates the safety properties of a networked platoon of vehicles. The vehicles exchange information via…
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2010
2010
Affine Equivalent Classes of Parallelohedra
N. Dolbilin
,
Jin-ichi Itoh
,
C. Nara
CGGA
2010
Corpus ID: 37080371
In the paper the affine equivalence relation in the set of parallelohedra is studied. One proves the uniqueness theorem for a…
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2008
2008
Vector partition function and generalized Dahmen-Micchelli spaces
C. Concini
,
C. Procesi
,
M. Vergne
2008
Corpus ID: 16678065
This is the first of two papers on partition functions and the index theory of transversally elliptic operators. In this paper we…
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2007
2007
New bounds on the unconstrained quadratic integer programming problem
G. Halikias
,
I. Jaimoukha
,
U. Malik
,
S. K. Gungah
Journal of Global Optimization
2007
Corpus ID: 13943482
We consider the maximization $$\gamma = \max\{x^{T}\!Ax : x\in \{-1, 1\}^n\}$$ for a given symmetric $$A\in\mathcal{R}^{n\times n…
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2001
2001
The Vector Partition Problem for Convex Objective Functions
S. Onn
,
L. Schulman
Mathematics of Operations Research
2001
Corpus ID: 2246524
Thepartition problem concerns the partitioning of a given set ofn vectors ind-space intop parts to maximize an objective function…
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2001
2001
Cuts, zonotopes and arrangements
J. Ferrez
,
K. Fukuda
,
T. Liebling
2001
Corpus ID: 2996482
Note: RO 2001.11.05, chapter 10 Reference ROSO-REPORT-2001-001 Record created on 2006-02-13, modified on 2016-08-08
1993
1993
On a new method for constructing good point sets on spheres
G. Wagner
Discrete & Computational Geometry
1993
Corpus ID: 26571389
We use quadrature formulas with equal weights in order to constructN point sets on spheres ind-space (d ≥ 3) which are almost…
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1982
1982
Sur les Matroïdes Orientés de Rang 3 et les Arrangements de Pseudodroites dans le Plan Projectif Réel
Raul Cordovil
European journal of combinatorics (Print)
1982
Corpus ID: 27201838
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