We consider current-current deformations that generalize TT ones, and show that they may be also introduced for integrable spin chains. In analogy with the integrable QFT setup, we define the deformation as a modification of the S matrix in the Bethe equations. Using results by Bargheer, Beisert and Loebbert we show that the deforming operator is composite and constructed out of two currents on the lattice; its expectation value factorizes like for TT. Such a deformation may be considered for any combination of charges that preserve the model's integrable structure.
TT Deformations and Integrable Spin Chains
Marchetto E.;Sfondrini A.
;
2020
Abstract
We consider current-current deformations that generalize TT ones, and show that they may be also introduced for integrable spin chains. In analogy with the integrable QFT setup, we define the deformation as a modification of the S matrix in the Bethe equations. Using results by Bargheer, Beisert and Loebbert we show that the deforming operator is composite and constructed out of two currents on the lattice; its expectation value factorizes like for TT. Such a deformation may be considered for any combination of charges that preserve the model's integrable structure.File in questo prodotto:
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PhysRevLett.124.100601.pdf
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