Structure constants for the new infinite-dimensional lie algebras of U(N+,N-)] tensor operators and applications
View/ Open
Identifiers
URI: http://hdl.handle.net/10317/501URI: http://arxiv.org/abs/hep-th/9911171v2
ISSN: 0305-4470
Share
Metrics
Statistics
View Usage StatisticsMetadata
Show full item recordAuthor
Calixto Molina, ManuelKnowledge Area
Matemática AplicadaSponsors
I thank the University of Granada for a Post-doctoral grant and the Department of Physics of Swansea for its hospitalitPublication date
2000-03-03Publisher
Institute of Physics (IOP)Bibliographic Citation
CALIXTO MOLINA, Manuel. Structure constants for the new infinite-dimensional lie algebras of U(N +,N-)] tensor operators and applications. Journal of Physics A-Mathematical and General, 8 (33): 69-75, Marzo 2000. ISSN 0305-4470Keywords
ColectorEstructuras constantes
Abstract
The structure constants for Moyal brackets of an infinite basis of functions on the algebraic manifolds M of pseudo-unitary groups U(N+,N−) are provided. They generalize
the Virasoro and W1 algebras to higher dimensions. The connection with volumepreserving diffeomorphisms on M, higher generalized-spin and tensor operator algebras
of U(N+,N−) is discussed. These centrally-extended, infinite-dimensional Lie-algebras provide also the arena for non-linear integrable field theories in higher dimensions, residual gauge symmetries of higher-extended objects in the light-cone gauge and C -algebras for tractable non-commutative versions of symmetric curved spaces.
Collections
- Artículos [1752]
The following license files are associated with this item:
Social media