Wednesday, May 30, 2012

1205.6426 (Andrea De Luca et al.)

Approaching critical points through entanglement: why take one, when you
can take them all?
   [PDF]

Andrea De Luca, Fabio Franchini
We analytically compute the Renyi entropies for the RSOS models, representing a wide class of exactly solvable models with multicritical conformal points described by unitary minimal models and Z_n parafermions. The exact expressions allow for an explicit comparison of the expansions around the critical points with the predictions coming from field theory. In this way it is possible to point out the nature of the so-called "unusual corrections", clarifying the link with the operator content, the role of the symmetries and the boundary conditions.
View original: http://arxiv.org/abs/1205.6426

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