The Geometry of Jordan and Lie Structures
The Geometry of Jordan and Lie Structures [electronic resource] /
edited by Wolfgang Bertram.
- XVIII, 274 p. online resource.
- Lecture Notes in Mathematics, 1754 0075-8434 ; .
- Lecture Notes in Mathematics, 1754 .
The Jordan-Lie functor -- I: Symmetric spaces and the Lie-functor -- II: Prehomogeneous symmetric spaces and Jordan algebras -- III: The Jordan-Lie functor -- IV: The classical spaces -- V: Non-degenerate spaces -- Conformal group and global theory -- VI: Integration of Jordan structures -- VII: The conformal Lie algebra -- VIII: Conformal group and conformal completion -- IX: Liouville theorem and fundamental theorem -- X: Algebraic structures of symmetric spaces with twist -- XI: Spaces of the first and of the second kind -- XII: Tables -- XIII: Further topics.
9783540444589
10.1007/b76884 doi
Algebra.
Global differential geometry.
Topological Groups.
Algebra.
Differential Geometry.
Topological Groups, Lie Groups.
QA150-272
512
The Jordan-Lie functor -- I: Symmetric spaces and the Lie-functor -- II: Prehomogeneous symmetric spaces and Jordan algebras -- III: The Jordan-Lie functor -- IV: The classical spaces -- V: Non-degenerate spaces -- Conformal group and global theory -- VI: Integration of Jordan structures -- VII: The conformal Lie algebra -- VIII: Conformal group and conformal completion -- IX: Liouville theorem and fundamental theorem -- X: Algebraic structures of symmetric spaces with twist -- XI: Spaces of the first and of the second kind -- XII: Tables -- XIII: Further topics.
9783540444589
10.1007/b76884 doi
Algebra.
Global differential geometry.
Topological Groups.
Algebra.
Differential Geometry.
Topological Groups, Lie Groups.
QA150-272
512