Quantization of Poisson brackets of some polynomials using different ordering rules
Abstract
The Poisson bracket of some classical polynomials were quantized using different ordering rules. Obstructions to quantization were addressed by using the basis operators Tmn from Weyl ordering, Smn from the simplest symmetrization rule, and Bmn from Born-Jordan ordering. Different solutions were then obtained using the respective algebra of these operators.
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From laboratory to society: Physics in nation building
29 May-1 June 2019, Tagbilaran City
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