The universal R-matrix and factorization of the L-operators related to the Baxter Q-operators

Sergey Khoroshkin; Zengo Tsuboi

doi:10.1088/1751-8113/47/19/192003

The universal R-matrix and factorization of the L-operators related to the Baxter Q-operators

Mathematical Physics 2014-05-01 v2 High Energy Physics - Theory math.MP Quantum Algebra

Authors: Sergey Khoroshkin , Zengo Tsuboi

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Abstract

We consider the `universal monodrimy operators' for the Baxter Q-operators. They are given as images of the universal R-matrix in oscillator representation. We find related universal factorization formulas in $U_{q}(\hat{sl}(2))$ case.

Keywords

universal R-matrix Baxter Q-operators L-operators factorization formulas oscillator representation $U_{q}(\hat{sl}(2))$

Cite

@article{arxiv.1401.0474,
  title  = {The universal R-matrix and factorization of the L-operators related to the Baxter Q-operators},
  author = {Sergey Khoroshkin and Zengo Tsuboi},
  journal= {arXiv preprint arXiv:1401.0474},
  year   = {2014}
}

Comments

13 pages, v2: minor corrections

The universal R-matrix and factorization of the L-operators related to the Baxter Q-operators

Abstract

Keywords

Cite

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