On quantization of quadratic Poisson structures
D. Manchon, M. Masmoudi, A. Roux
math.QAarXiv:math/0105068
Abstract
Any classical r-matrix on the Lie algebra of linear operators on a real vector space V gives rise to a quadratic Poisson structure on V which admits a deformation quantization stemming from the construction of V. Drinfel'd. We exhibit in this article an example of quadratic Poisson structure which does not arise this way.
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