1) fermion parity operator
费米子宇称算符
1.
By virtue of introducing fermion parity operator，the diseussion on Wigner－Jordan transformation，which is introdueed on solving Ising model of a ferromagnetic sys－tem，is well simplified．Moreover，a concise explanation about the source of Wigner－Jordantransformation is suggested.
由于引入了费米子宇称算符，简化了为解铁磁系统伊辛模型所引进的维格纳－约当变换的讨论。
2) fermion operator
费米子算符
3) parity operator
宇称算符
4) Fermion dynamical symmetry
费米子动力学对称性
5) fermion dynamical symmetry model
费米子动力学对称模型
1.
The present paper reports the average nucleon number density in the intrinsic states of SU(3) of the Fermion Dynamical Symmetry Model (FDSM).
给出了费米子动力学对称模型中的SU(3)对称极限的内禀态下的平均核子数密度。
6) Fermi dynamical symmetry model
费米子动力学对称模型
1.
to prepare for the calculation of the heritage mixing quantitatively,the calculation of reduced matrix elements of single particle qudrupole P￣2(i) in the Fermi Dynamical Symmetry Model(FDSM)is discussed by use of group theory method.
用群论方法讨论费米子动力学对称模型（ＦＤＳＭ）中ｋ－集体激发模式情形单粒子四极算符Ｐ~２（ｉ）约化矩阵元的计算。
补充资料：称算
1.犹计算。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条