peirels-bracket quantization of parabosonic and parafermionic systems
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منابع مشابه
Para-Generalization of Peierls Bracket Quantization
A convenient formalism is developed to treat classical dynamical systems involving (p = 2) parafermionic and parabosonic dynamical variables. This is achieved via the introduction of a parabracket which summarizes the paracommutation relations of the corresponding Green components in a uni ed manner. Furthermore, it is shown that Peierls quantization scheme may be applied to such systems provid...
متن کامل2 00 1 Poisson bracket , deformed bracket and gauge group actions in Kontsevich deformation quantization
We express the difference between Poisson bracket and deformed bracket for Kontsevich deformation quantization on any Poisson manifold by means of second derivative of the formality quasiisomorphism. The counterpart on star products of the action of formal diffeomorphisms on Poisson formal bivector fields is also investigated. Mathematics Subject Classification (2000) : 16S80, 53D17, 53D55, 58A50.
متن کامل0 Poisson bracket , deformed bracket and gauge group actions in Kontsevich deformation quantization
We express the difference between Poisson bracket and deformed bracket for Kontsevich deformation quantization on any Poisson manifold by means of second derivative of the formality quasiisomorphism. The counterpart on star products of the action of formal diffeomorphisms on Poisson formal bivector fields is also investigated. Mathematics Subject Classification (2000) : 16S80, 53D17, 53D55, 58A50.
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Speaker verification from talking a few words of sentences has many applications. Many methods as DTW, HMM, VQ and MQ can be used for speaker verification. We applied MQ for its precise, reliable and robust performance with computational simplicity. We also used pitch frequency and log gain contour for further improvement of the system performance.
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پژوهش فیزیک ایرانجلد ۱، شماره ۱، صفحات ۵۵-۶۶
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