TL;DR
This paper discusses a method to compute star products on R^n by focusing on the calculation of a skew-symmetric biderivation, simplifying the process of defining such products in deformation quantization.
Contribution
It introduces a reduction of the problem of finding star products to the computation of a skew-symmetric biderivation, offering a new approach in deformation quantization.
Findings
Reduction of star product computation to biderivation calculation
Simplification of deformation quantization procedures
Potential for generalized star product constructions
Abstract
The problem of finding a generic star product on R^n is reduced to the computation of a skew-symmetric biderivation.
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