[Todos] CERN Winter School, Feb. 2009.
Gaston Giribet
gaston en df.uba.ar
Sab Nov 1 17:35:54 ART 2008
Hola,
Escribo para re-enviar el anuncio de la edición 2009 de la CERN Winter
School on Supergravity, Strings and Gauge Theories, a realizarse en
Ginebra, Suiza, entre el 9 de febrero y el 13 de febrero de 2009. El link
de la home-page de la escuela es:
http://indico.cern.ch/conferenceProgram.py?confId=37753
En particular, en esta edición de la escuela, unos colegas y yo
organizamos uno de los workgroups, dedicado éste a los avances recientes
sobre Gravedad Cuántica en Tres Dimensiones. Por esto, agradecería que
hiciesen difusión al respecto. La actividad que organizamos es una de las
partes orgánicas de la escuela, y el link con los detalles es:
http://indico.cern.ch/internalPage.py?pageId=2&confId=37753
Al final de este e-mail detallo los temas del workshop.
Agradecería a ustedes que difundiesen esta actividad entre aquéllos que,
según su criterio, podrían llegar a estar interesados.
Un saludo,
Gaston,
Three Dimensional Gravity Theories and the Kerr/CFT Correspondence
(at the CERN Winter School on Supergravity, Strings and Gauge Theories)
Organizers: S. Detournay (INFN, Milano)
G. Giribet (UBA, Buenos Aires)
M. Guica (LPTHE, Paris)
Abstract:
In the last year and a half there has been a revived interest in
three-dimensional theories of gravity. The proposal by E. Witten [1] that
2+1 D Einstein gravity in AdS_3 space is dual to a holomorphically
factorizable theory of the class known as extremal CFT_2 has attracted
considerable attention, and led to intense debate. Another model of 2+1 D
gravity, Topologically Massive Gravity (TMG), corresponds to the
three-dimensional Einstein gravity coupled to a gravitational Chern-Simons
term without torsion [3]. This theory contains local massive graviton
degrees of freedom, and admits black hole solutions, making TMG a very
interesting model to be explored. Moreover, its holographic description in
terms of a 2d CFT exhibits special properties when the square of the
Chern-Simons coupling equals the cosmological constant. The central charge
of left-moving excitations in the boundary theory vanishes, leading to the
still controversial [4] suggestion that the theory might be chiral [5].
The generalization of TMG to other backgrounds, in particular warped
versions of AdS_3, has led to fabulous applications such as describing
extremally rotating Kerr four-dimensional black holes [6].
The work-group will start with a short review about recent progress in
three-dimensional gravity, with particular attention on AdS_3/CFT_2
correspondence (review of the original works [1,2], followed by a recap of
the state-of-the art in TMG, and the connection with the Kerr/CFT
conjecture). Next, according to the participants' taste/interest, we'll
launch an open discussion on some topics of current research interest,
e.g. the chiral gravity conjecture, the Kerr/CFT correspondence for
non-extremal black holes, warped backgrounds in string theory,
relationship with AdS_4/CFT_3 correspondence, etc.
[1] E. Witten, Three-dimensional gravity reconsidered, [arXiv:0706.3359]
[2] A. Maloney and E. Witten, Quantum gravity partition function in
three-dimensions, [arXiv:0712.0155].
[3] S. Deser, R. Jackiw and S. Templeton, Phys. Rev. Lett. 48 (1982) 975
[4] G. Giribet, M. Kleban and M. Porrati, Topologically Massive Gravity at
the Chiral Point is not Unitary, JHEP 10 (2008) 045, [arXiv:0807.4703].
[5] W. Li, W. Song and A. Strominger, Chiral Gravity in Three Dimensions,
JHEP04 (2008) 082, [arXiv:0801.4566].
[6] M. Guica, T. Hartman, W. Song and A. Strominger, The Kerr/CFT
Correspondence, [arXiv:0809.4266].
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