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Wigner Functions for Non-Hamiltonian Systems on Noncommutative Space 被引量:7

Wigner Functions for Non-Hamiltonian Systems on Noncommutative Space
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摘要 We propose a modified form of Wigner functions for generic non-Hamiltonian systems on noncommutative space and prove that it satisfies the corresponding *-genvalue equation. In addition, as an example, we derive exact energy spectra and Wigner functions for a non-Hamiltonian toy model on the noncommutative space. We propose a modified form of Wigner functions for generic non-Hamiltonian systems on noncommutative space and prove that it satisfies the corresponding *-genvalue equation. In addition, as an example, we derive exact energy spectra and Wigner functions for a non-Hamiltonian toy model on the noncommutative space.
出处 《Chinese Physics Letters》 SCIE CAS CSCD 2008年第10期3535-3538,共4页 中国物理快报(英文版)
基金 Supported by the National Natural Science Foundation of China under Grant 10675106 and the Talented Person Troop Items of Basic Construction of Anhui University.
关键词 the power-law exponents PRECIPITATION durative abrupt precipitation change the power-law exponents, precipitation, durative, abrupt precipitation change
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