Article citationsMore>>
Kuniba, A., Okado, M. and Sergeev, S. (2015) Tetrahedron Equation and Generalized Quantum Groups. arXiv: 1503.08536 [math.QA].
Bazhanov, V.V. and Sergeev, S.M. (2015) Yang-Baxter Maps, Discrete Integrable Equations and Quantum Groups. arXiv: 1501.06984 [math-ph].
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Mangazeev, V.V., Bazhanov, V.V. and Sergeev, S.M. (2013) Journal of Physics, A46, 465206.
has been cited by the following article:
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TITLE:
Critical Theory of Two-Dimensional Mott Transition: Integrability and Hilbert Space Mapping
AUTHORS:
Federico L. Bottesi, Guillermo R. Zemba
KEYWORDS:
Mott Transition, Conformal Field Theory, Chern-Simons Theory, Effective Field Theory, Quantum Groups, Integrable Models, Strongly Correlated Electrons
JOURNAL NAME:
Journal of Modern Physics,
Vol.6 No.5,
April
21,
2015
ABSTRACT: We
reconsider the Mott transition in the context of a two-dimensional fermion
model with density-density coupling. We exhibit a Hilbert space mapping between
the original model and the Double Lattice Chern-Simons theory at the critical
point by use of the representation theory of the q-oscillator and Weyl algebras. The transition is further
characterized by the ground state modification. The explicit mapping provides a
new tool to further probe and test the detailed physical properties of the
fermionic lattice model considered here and to enhance our understanding of the
Mott transition(s).