Fermion System with Quantum Group Symmetry and Usual Fermion Realizations of S1q(2)
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Abstract
The usual fermion realizations of quantum algebra slq(2) defining higher-dimensional representations are built in this letter. Using them, we construct a usual fermion system with quantum group symmetry of slq(2) as a q-deformation of the pairing correlation model in many-body problems. Its energy spectra are exactly solved out from the representation theory of slq(2).
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Cite this article:
SUN Changpu, LI Jianming. Fermion System with Quantum Group Symmetry and Usual Fermion Realizations of S1q(2)[J]. Chin. Phys. Lett., 1992, 9(12): 633-636.
SUN Changpu, LI Jianming. Fermion System with Quantum Group Symmetry and Usual Fermion Realizations of S1q(2)[J]. Chin. Phys. Lett., 1992, 9(12): 633-636.
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SUN Changpu, LI Jianming. Fermion System with Quantum Group Symmetry and Usual Fermion Realizations of S1q(2)[J]. Chin. Phys. Lett., 1992, 9(12): 633-636.
SUN Changpu, LI Jianming. Fermion System with Quantum Group Symmetry and Usual Fermion Realizations of S1q(2)[J]. Chin. Phys. Lett., 1992, 9(12): 633-636.
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