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Cohomogeneity one actions on anti de Sitter spacetimes by Diaz-Ramos, J. C.; Kashani, S. M. B.; Vanaei, M. J. is a scholarly article available to read on EtoBox.

What is Cohomogeneity one actions on anti de Sitter spacetimes about?

In this paper we classify, up to orbit equivalence, cohomogeneity one actions of connected closed Lie subgroups of $U(1,n)$ on the $(2n+1)$-dimensional anti de Sitter spacetime $AdS^{2n+1}$. We also give some new examples of nonproper cohomogeneity one actions on $AdS^{n+1}$ and determine parabolic Lie subgroups of $SO(2,n)$ and their orbits in $AdS^{n+1}$

Author

Diaz-Ramos, J. C.; Kashani, S. M. B.; Vanaei, M. J.

Published

2016

Language

EN