Linearization of some Poisson-Lie tensor

Author:

Chloup-Arnould V.

Publisher

Elsevier BV

Subject

Geometry and Topology,General Physics and Astronomy,Mathematical Physics

Reference8 articles.

1. Groupes de Lie-Poisson;Chloup-Arnould;Thése de l'universitè de Metz,1996

2. Normal forms for analytic Poisson structures;Conn;Ann. of Math.,1984

3. Hamiltonian structure on Lie groups and the geometric meaning of the classical Yang-Baxter equation;Drinfeld;Soc. Math. Dokl.,1983

4. Linéarisation de certaines structures de Poisson;Dufour;J. Differential Geom.,1990

5. Cohomology of Lie algebras;Hochschild;Ann. of Math.,1953

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1. Linearization of Poisson Lie group structures;Journal of Symplectic Geometry;2016

2. Duality properties for quantum groups;Pacific Journal of Mathematics;2011-10-29

3. Lie bialgebras of complex type and associated Poisson Lie groups;Journal of Geometry and Physics;2008-10

4. Coboundary Lie bialgebras and commutative subalgebras of universal enveloping algebras;Pacific Journal of Mathematics;2007-01-01

5. Comparison of Poisson structures and Poisson-Lie dynamical r-matrices;International Mathematics Research Notices;2005

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