Results 141 to 147 of about 19,462 (147)

Faces of a Hyperplane Arrangement Enumerated by Ideal Dimension, with Application to Plane, Plaids, and Shi

Geometriae Dedicata, 2003
An arrangement of hyperplanes \(\mathcal H\) in real affine space divides the affine space into open cells referred to as the faces of \(\mathcal H\). Well-known formulae express the number of faces of each dimension. When considering the complex complement arrangement, these numbers have a cohomological interpretation.
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A Basis Construction for the Shi Arrangement of the TypeBℓorCℓ

Communications in Algebra, 2015
Daisuke Suyama
exaly  

Between Shi and Ish

Discrete Mathematics, 2018
Rui Duarte, Antonio Guedes De Oliveira
exaly  

Counting Shi Regions with a Fixed Separating Wall

Annals of Combinatorics, 2013
Mónica Vazirani, Eleni Tzanaki, Susanna Fishel   +2 more
exaly  

The First Fused Dimer Metallacrown NiII2(mcpa)2(CH3OH)3(H2O)[12-MCNiIIN(shi)2(pko)2-4][12-MCNiIIN(shi)3(pko)-4]

Inorganic Chemistry, 1998
Catherine Dendrinou-Samara, George Psomas, Catherine Raptopoulou   +2 more
exaly  

The Bernoulli basis construction for the extended Shi and Catalan arrangements of the type Al−1

Communications in Algebra
Ruimei Gao
exaly  

Combinatorics and computations: Cartan matrices of monoids & minimal elements of Shi arrangements. (Combinatoire et calcul: matrice de Cartan des monoïdes & éléments minimaux des arrangements de Shi).

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