Wednesday, July 4, 2012

1207.0417 (A. Milekhin)

CP(N-1) model on finite interval in the large N limit    [PDF]

A. Milekhin
The CP(N-1) \sigma\ model on finite interval of length R with Dirichlet boundary conditions is analysed in the 1/N expansion. The theory has two phases, separated by a phase transition at R ~ 1/\Lambda, \Lambda\ is dynamical scale of the CP(N-1) model. The vacuum energy dependence of R, and especially Casimir-type scaling 1/R, is discussed.
View original: http://arxiv.org/abs/1207.0417

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