Results 231 to 237 of about 340,767 (237)

Representations of Dynkin and affine quivers

2018
We define reflection functors acting on representations of quivers and use them to classify indecomposable representations of affine and Dynkin quivers.
Vera Serganova, Caroline Gruson
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An Affine Representation for Transversal Geometries

Studies in Applied Mathematics, 1975
Pregeometries (matroids) whose independent sets are the partial matchings of a relation (transversal pregeometries) can be canonically imbedded in a free‐simplicial pregeometry (one whose points lie freely on flats spanned by a simplex). Conversely, all subgeometries of such free‐simplicial pregeometries are transversal.
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Affine representations of the fundamental group [PDF]

Forum Mathematicum, 2001
Tomás L. Gómez, Francisco Presas
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Etale Affine Representations of Lie Groups

1998
Let G be a finite-dimensional connected Lie group with Lie algebra g. Denote by E a real vector space and by Aff(E) the group of affine automorphisms $${\text{Aff}}\left( E \right) = \left\{ {\left( {\begin{array}{*{20}{c}} A&b \\ 0&1 \end{array}} \right)|A \in {\text{GL}}\left( E \right),{\text{ }}b \in E} \right\}$$ .
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ON REPRESENTATIONS OF AFFINE COXETER GROUPS

JP Journal of Algebra, Number Theory and Applications, 2016
Robert Shwartz, Yonah Cherniavsky
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Dimension Groups and Their Affine Representations

American Journal of Mathematics, 1980
David Handelman, Chao-Liang Shen, Edward G. Effros   +2 more
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A Vector Representation of Chemical Affinities

The Journal of Chemical Physics, 1954
C. A. Hollingsworth, Robert L. Potter
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