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A review of the 1/N expansion in random tensor models

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Matrix models are a highly successful framework for the analytic study of random two dimensional surfaces with applications to quantum gravity in two dimensions, string theory, conformal field theory, statistical physics in random geometry, etc. Their success relies crucially on the so called 1/N ex...

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Bibliographic Details
Main Author: Gurǎu, Rǎzvan (Author)
Format: Article (Journal) Chapter/Article
Language:English
Published: 14 Sep 2012
In: Arxiv
Year: 2012, Pages: 1-11
Online Access:Verlag, lizenzpflichtig, Volltext: http://arxiv.org/abs/1209.3252
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Author Notes:Razvan Gurau
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The 1/N expansion of the symmetric traceless and the antisymmetric tensor models in rank three by Benedetti, Dario (Author) , Carrozza, Sylvain (Author) , Gurǎu, Rǎzvan (Author) , Kolanowski, Maciej (Author) ,


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The 1/N expansion of tensor models with two symmetric tensors by Gurǎu, Rǎzvan (Author)


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The 1/N expansion of tensor models beyond perturbation theory by Gurǎu, Rǎzvan (Author)


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The complete 1/N expansion of colored tensor models in arbitrary dimension by Gurǎu, Rǎzvan (Author)


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The 1/N expansion of colored tensor models by Gurǎu, Rǎzvan (Author)


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The 1/N expansion of colored tensor models in arbitrary dimension by Gurǎu, Rǎzvan (Author) , Rivasseau, Vincent (Author) ,


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