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Exact results for the low energy AdS(4)XCP(3) string theory · Around

2013

Exact results for the low energy AdS(4)XCP(3) string theory

Fabbri, Alessandro, Fioravanti, Davide, Piscaglia, Simone et al.

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We derive the Thermodynamic Bethe Ansatz equations for the relativistic sigma model describing the AdS(4)XCP(3) string II A theory at strong coupling (i.e.

in the Alday-Maldacena decoupling limit).
The corresponding Y-system involves an infinite number of Y functions and is of a new type, although it shares a peculiar feature with the Y-system for AdS(4)XCP(3).
A truncation of the equations at level p and a further generalisation to generic rank N allow us an alternative description of the theory as the N=4, p= \infty representative in an infinite family of models corresponding to the conformal cosets CP(N-1)_p X U(1), perturbed by a relevant composite field \phi(N,p) =\phi_[CP(N-1)_p] X \phi[U(1)] that couples the two independent conformal field theories.

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