A universal non-quasitriangular quantization of the Heisenberg group

A. Ballesteros; Enrico Celeghini; F. J. Herranz; M. A. del Olmo; M. Santander

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A universal non-quasitriangular quantization of the Heisenberg group

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arxiv hep-th/9402127 v1 pith:I4NB2CYI submitted 1994-02-22 hep-th math.QA

A. Ballesteros , Enrico Celeghini , F. J. Herranz , M. A. del Olmo , M. Santander This is my paper

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A universal R--matrix for the quantum Heisenberg algebra h(1)q is presented. Despite of the non--quasitriangularity of this Hopf algebra, the quantum group induced from it coincides with the quasitriangular deformation already known.

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