Brihaye, Yves and Radu, Eugen and Tchrakian, D. H. (2010) AdS5 solutions in Einstein–YangMills–ChernSimons theory. Physical Review D, 81 (6). ISSN 15507998

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Abstract
We investigate static, spherically symmetric solutions of an EinsteinYangMillsChernSimons system with negative cosmological constant, for an SO(6) gauge group. For a particular value of the ChernSimons coefficient, this model can be viewed as a truncation of the fivedimensional maximal gauged supergravity and we expect that the basic properties of the solutions in the full model to persist in this truncation. Both globally regular, particlelike solutions and black holes are considered. In contrast with the Abelian case, the contribution of the ChernSimons term is nontrivial already in the static, spherically symmetric limit. We find two types of solutions: the generic configurations whose magnetic gauge field does not vanish fast enough at infinity (although the spacetime is asymptotically AdS), whose mass function is divergent, and the special configurations, whose existence depends on the Chern–Simons term, which are endowed with finite mass. In the case of the generic configurations, we argue that the divergent mass implies a nonvanishing trace for the stress tensor of the dual d = 4 theory.
Item Type:  Article 

Divisions:  School of Theoretical Physics > Preprints 
Date Deposited:  05 Oct 2017 19:19 
Last Modified:  26 Jul 2018 10:01 
URI:  http://dair.dias.ie/id/eprint/256 
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