Duality relations for overlaps of integrable boundary states in AdS/dCFT

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The encoding of all possible sets of Bethe equations for a spin chain with SU(N vertical bar M) symmetry into a QQ-system calls for an expression of spin chain overlaps entirely in terms of Q-functions. We take a significant step towards deriving such a universal formula in the case of overlaps between Bethe eigenstates and integrable boundary states, of relevance for AdS/dCFT, by determining the transformation properties of the overlaps under fermionic as well as bosonic dualities which allows us to move between any two descriptions of the spin chain encoded in the QQ-system. An important part of our analysis involves introducing a suitable regularization for singular Bethe root configurations.

Original languageEnglish
Article number004
JournalJournal of High Energy Physics
Issue number9
Number of pages23
Publication statusPublished - 1 Sep 2021

    Research areas

  • Bethe Ansatz, Lattice Integrable Models, ONE-POINT FUNCTIONS, BETHE-ANSATZ, EQUATIONS, MATRIX

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