Li Ziping. Canonical Symmetries and Conserved Quantities in the Quantization of Functional Integral[J]. Journal of Beijing University of Technology, 1997, 23(3): 1-5.
Citation:
Li Ziping. Canonical Symmetries and Conserved Quantities in the Quantization of Functional Integral[J]. Journal of Beijing University of Technology, 1997, 23(3): 1-5.
Li Ziping. Canonical Symmetries and Conserved Quantities in the Quantization of Functional Integral[J]. Journal of Beijing University of Technology, 1997, 23(3): 1-5.
Citation:
Li Ziping. Canonical Symmetries and Conserved Quantities in the Quantization of Functional Integral[J]. Journal of Beijing University of Technology, 1997, 23(3): 1-5.
Canonical Symmetries and Conserved Quantities in the Quantization of Functional Integral
Based on the symmetry of the path (functional) integral in phase space form, the conservation laws at the quantum level has been derived, in general which is differ from corresponding classical one.
DownLoad: