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The orbit method in geometry and physics. In honor of A. A. Kirillov. Papers from the international conference, Marseille, France, December 4--8, 2000 - MaRDI portal

The orbit method in geometry and physics. In honor of A. A. Kirillov. Papers from the international conference, Marseille, France, December 4--8, 2000 (Q1411962)

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scientific article; zbMATH DE number 2000913
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English
The orbit method in geometry and physics. In honor of A. A. Kirillov. Papers from the international conference, Marseille, France, December 4--8, 2000
scientific article; zbMATH DE number 2000913

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    The orbit method in geometry and physics. In honor of A. A. Kirillov. Papers from the international conference, Marseille, France, December 4--8, 2000 (English)
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    4 November 2003
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    The articles of this volume will be reviewed individually. Indexed articles: \textit{Alekseev, A.; Petrov, F.}, A principle of variations in representation theory, 1-7 [Zbl 1080.17005] \textit{Alev, Jacques; Farkas, Daniel R.}, Finite group actions on Poisson algebras., 9-28 [Zbl 1079.16018] \textit{Baranovsky, Vladimir; Evens, Sam; Ginzburg, Victor}, Representations of quantum tori and \(G\)-bundles of elliptic curves, 29-48 [Zbl 1161.17310] \textit{Brylinski, Ranee}, Dixmier algebras for classical complex nilpotent orbits via Kraft-Procesi models. I, 49-67 [Zbl 1069.17005] \textit{Dixmier, Jacques}, Brief remarks on the works of A. A. Kirillov, 69-71 [Zbl 1134.17300] \textit{Gorbounov, Vassily; Malikov, Fyodor; Schechtman, Vadim}, Gerbes of chiral differential operators. III, 73-100 [Zbl 1106.17036] \textit{Grozman, Pavel; Leites, Dimitry; Shchepochkina, Irina}, Defining relations for the exceptional Lie superalgebras of vector fields, 101-146 [Zbl 1080.17013] \textit{Gutkin, Eugene}, Schur-Weyl duality and representations of permutation groups., 148-164 [Zbl 1066.20047] \textit{Joseph, Anthony; Melnikov, Anna}, Quantization of hypersurface orbital varieties in \({\mathfrak{sl}}_n\), 165-196 [Zbl 1082.17007] \textit{Kazhdan, D.; Polishchuk, A.}, Generalization of a theorem of Waldspurger to nice representations, 197-242 [Zbl 1152.11331] \textit{Kirillov, A. A.}, Two more variations on the triangular theme, 243-258 [Zbl 1062.22021] \textit{Kostant, Bertram; Michor, Peter W.}, The generalized Cayley map from an algebraic group to its Lie algebra., 259-296 [Zbl 1072.20051] \textit{Neretin, Yurii A.}, Geometry of \(\operatorname{GL}_n(\mathbb{C})\) at infinity: hinges, complete collineations, projective compactifications, and universal boundary, 297-327 [Zbl 1076.14072] \textit{Okounkov, Andrei}, Why would multiplicities be log-concave?, 329-347 [Zbl 1063.22024] \textit{Olshanski, Grigori}, Point processes related to the infinite symmetric group, 349-393 [Zbl 1087.60041] \textit{Rossmann, W.}, Some toric manifolds and a path integral, 395-419 [Zbl 1076.53112] \textit{Sergeev, Alexander}, Projective Schur functions as bispherical functions on certain homogeneous superspaces, 421-443 [Zbl 1082.17008] \textit{Shchepochkina, Irina}, Maximal subalgebras of the classical linear Lie superalgebras, 445-472 [Zbl 1080.17004]
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    Orbit method
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    Geometry
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    Physics
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    Dedication
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    Marseille (France)
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