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A Spin Chain for the Symmetric Product CFT_2
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We consider "gauge invariant" operators in Sym^N T^4, the symmetric product orbifold of N copies of the 2d supersymmetric sigma model with T^4 target. We discuss a spin chain representation for single-cycle operators and study their two point functions at large N. We perform systematic calculations at the orbifold point ("tree level"), where non-trivial mixing is already present, and some sample calculations to first order in the blow-up mode of the orbifold ("one loop").
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Cited by 2 Pith papers
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AdS$_3\times$S$^3$ magnons in the symmetric orbifold
The AdS3 × S3 magnons are identified with 'long' collective eigenstates of the perturbed symmetric orbifold, matching the BMN dispersion relation from the CFT side.
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The Triplet Perturbation of the Symmetric Orbifold
The triplet perturbation of the T4 symmetric orbifold is shown to preserve the same integrable structure as the singlet and is identified with the self-dual R-R 2-form modulus in AdS3/CFT2.
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