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量子群入门 英文版 by (美)沙里著, Vyjayanthi Chari, Andrew Pressley著, Ari Ch, Essley Pr is a book available to read on EtoBox.

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15 (-1): 1 Poisson-Lie groups and Lie bialgebras 16 (-2): 1.1 Poisson manifolds 16 (-3): A Definitions 18 (-4): B Functorial properties 18 (-5): C Symplectic leaves 21 (-6): 1.2 Poisson-Lie groups 21 (-7): A Definitions 22 (-8): B Poisson homogeneous spaces 24 (-9): 1.3 Lie bialgebras 24 (-10): A The Lie bialgebra of a Poisson-Lie group 26 (-11): B Manin triples 28 (-12): C Examples 32 (-13): D Derivations 33 (-14): 1.4 Duals and doubles 33 (-15): A Duals of Lie bialgebras and Poisson-Lie groups 34 (-16): B The classical double 35 (-17): C Compact Poisson-Lie groups 36 (-18): 1.5 Dressing actions and symplectic leaves 36 (-19): A Poisson actions 37 (-20): B Dressing transformations and symplectic leaves 39 (-21): C Symplectic leaves in compact Poisson-Lie groups 41 (-22): D The twisted case 43 (-23): 1.6 Deformation of Poisson structures and quantization 43 (-24): A Deformations of Poisson algebras 44 (-25): B Weyl quantization 46 (-26): C Quantization as deformation 48 (-27): Bibliographical notes 50 (-28): 2 Coboundary Poisson-Lie groups and the classical Yang-Baxter equation 50 (-29): 2.1 Coboundary Lie bialgebras 50 (-30): A Defnitions 54 (-31): B The classical Yang-Baxter equa

Author

(美)沙里著, Vyjayanthi Chari, Andrew Pressley著, Ari Ch, Essley Pr

Publisher

北京/西安:世界图书出版公司

Published

2010

Language

ZH

ISBN

9787510005770