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Título The orbit method in geometry and physics : in honor of A. A. Kirillov / Christian Duval, Laurent Guieu, Valentin Ovsienko, editors

Publicación Boston : Birkhaüser, c2003
Ubicación Signatura Tipo de préstamo Estado Notas
 Ciencias.Física/Química-Física Teórica  FT 14.4-DUV    CONSULTAR DEPT  DISPONIBLE
Descripción física XII, 472 p. ; 24 cm
Colección Progress in mathematics ; 213
Contiene: A principle of variations in representation theory -- Finite group actions on poisson algebras -- Representations of quantum tori and G-bundles on elliptic curves -- Dixmier algebras for classical complex nilpotent orbits via Kraft-procesi models I -- Gerbes of chiral differ. operators. III -- Defining relations for the exceptional superalgebras of vector fields -- Schur-Weyl duality and representations of permutation groups -- Quantiziation of hypersurface orbitla varieties in sln -- Generalization of a theorem of Waldspurger to nice representations -- Two more variations on the triangular theme -- The generalized Cayley map from an algebraic group to its Lie algebra -- Geometry of GLn(C) at infinity: Hinges, complete collineations, projective compactifications, and universal boundary -- Point processes related to the infinite symmetric group -- Some toric manifolds and a path integral -- Projective Schur functions as bispherical functions on certain homogeneous superspaces -- Maximal subalgebras of the classical linear Lie superalgebras
Materia Método de las órbitas
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Lie, Álgebras de
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Autor secundario Kirillov, Aleksandr Aleksandrovich
Duval, Christian, ed. lit.
Guieu, Laurent, ed. lit.
Ovsienko, Valentin, ed. lit.
ISBN 0817642323