Affine embeddings with a finite number of orbits

Author:

Arzhantsev I. V.,Timashev D. A.

Publisher

Springer Science and Business Media LLC

Subject

Geometry and Topology,Algebra and Number Theory

Reference20 articles.

1. [Akh] Д. Н. Ахиезер,О дейсмвиях с конечным числом орбим, Функц. анал. и его прил.19 (1985), No 1, 1–5. English transl.: D. N. Akhiezer,On actions with a finite number of orbits, Func. Anal. Appl.19 (1985), 1–4.

2. [Ar] I. V. Arzhantsev,Affine embeddings with a finite number of orbits, Prépubl. de L'Inst. Fourier467 (1999).

3. [BHM] A. Bialynicki-Birula, G. Hochschild, G. D. Mostow,Extensions of representations of algebraic linear groups, Amer. J. Math.85 (1963), 131–144.

4. [K1] F. Knop,Über Bewertungen, welche unter einer reduktiven Gruppe invariant sind, Math. Ann.295 (1993), 333–363.

5. [K2] F. Knop,The asymptotic behavior of invariant collective motion, Inv. Math.116 (1994), 309–328.

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1. On Affinely Closed, Homogeneous Spaces;Journal of Mathematical Sciences;2005-12

2. Classification of affine homogeneous spaces of complexity one;Sbornik: Mathematics;2004-06-30

3. Algebras with finitely generated invariant subalgebras;Annales de l’institut Fourier;2003

4. On modality and complexity of affine embeddings;Sbornik: Mathematics;2001-08-31

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