Group-cohomology refinement to classify G-symplectic manifolds

DOI: 
10.1063/1.1695093
Publication date: 
01/05/2004
Main author: 
Guerrero, J
IAA authors: 
Guerrero, J
Authors: 
Guerrero, J; Jaramillo, JL; Aldaya, V
Journal: 
JOURNAL OF MATHEMATICAL PHYSICS
Publication type: 
Article
Volume: 
45
Pages: 
2051-2072
Number: 
Abstract: 
'Pseudo-cohomology,' as a refinement of Lie group cohomology, is soundly studied aiming at classifying the symplectic manifolds associated with Lie groups. In this study, the framework of symplectic cohomology provides fundamental new insight, which enriches the analysis previously developed in the setting of Cartan-Eilenberg H-2(G,U(1)) cohomology. (C) 2004 American Institute of Physics.
Database: 
WOK
SCOPUS
ADS
URL: 
https://ui.adsabs.harvard.edu/#abs/2004JMP....45.2051G/abstract
ADS Bibcode: 
2004JMP....45.2051G
Keywords: