MG13 - Talk detail |
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Participant |
Macias, Alfredo | |||||||
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Institution |
Universidad Autonoma Metropolitana-Iztapalapa - PO Box 55-534 - Mexico - Mexico D.F. - Mexico | |||||||
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Session |
BH3 |
Accepted |
Yes |
Order |
14 |
Time |
10' | |
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Talk |
Oral abstract |
Title |
No-hair conjecture for static regular black holes | |||||
| Co-authors | Alberto Garcia, Eva Hackmann, Claus Laemmerzahl, and Alfredo Macıas | |||||||
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Abstract |
The no-hair conjecture is enhanced to include static regular black hole solutions, i.e., black holes where the space–time metric everywhere is nonsingular, in the framework of General Relativity theory. In particular, we focus on those solutions based on the class of nonlinear electrodynamics proposed by Plebanski coupled to Einstein theory. Time–reversal invariance implies the existence of two separate non–overlapping cases: a purely gravito–electric case, i.e., Ay´on–Garc´ıa regular black hole, and a purely gravito–magnetic case i.e., Bronnikov regular black hole. We prove the enhanced no-hair conjecture for both cases. Moreover, the inclusion of their coupling to non–Abelian matter, i.e., the enhanced no{short hair conjecture, is also discussed. |
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