Abstract
AbstractWe consider a model of d fermions where creation and annihilation operators of different fermions commute. We show that this particle algebra is invariant under an inhomogeneous quantum group.
Subject
General Physics and Astronomy
Reference15 articles.
1. M. Jimbo: “A q-Analog of U(gl(N+1)), Hecke Algebra and the Yang-Baxter Equation”, Lett. Math. Phys., Vol. 11, (1986), p. 247.
2. S.L. Woronowicz: “Compact Matrix Pseudogroups”, Commun. Math. Phys. Vol. 111, (1987), p. 613.
3. Yu.I. Manin: “Quantum Groups and Non-commutative Geometry”, Preprint: Montreal University, CRM-1561, (1988).
4. L.D. Faddeev, N.Y. Reshetikhin and L.A. Takhtajan: “Quantization of Lie groups and Lie algebras”, Leningrad Math. J., Vol. 1, (1990), p. 193.
5. J. Links, A. Forester and M. Karowski: “Bethe Ansatz Solution of a Closed Spin 1 XXZ Heisenberg ChainWith Quantum Algebra Symmetry”, Journal of Mathematical Physics,Vol. 40(2), (1999), pp. 726–735.
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