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Poisson bracket, deformed bracket and gauge group actions in Kontsevich deformation quantization

机译:Kontsevich变形量化中的泊松支架,变形支架和量规组动作

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摘要

We express the difference between the Poisson bracket and a deformed bracket for Kontsevich deformation quantization on any Poisson manifold by means of the second derivative of the formality quasi-isomorphism. The counterpart in star products of the action of formal diffeomorphisms on Poisson formal bivector fields is also investigated. [References: 3]
机译:我们通过形式准拟同构的二阶导数来表达在任何Poisson流形上进行Kontsevich变形量化的Poisson括号和变形括号之间的差异。还研究了泊松形式双矢量场上形式微分同构作用的星积中的对应物。 [参考:3]

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