Representations of the Symmetric Group and the Fractional Parentage Coefficients
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概要
- 論文の詳細を見る
The fractional parentage coefficients are treated by using the Young operator of the symmetric group and general expressions for the coefficients are obtained. From these expressions one can evaluate the fractional parentage coefficients which separate any numbers of particles from the others for pure or mixed configurations. In order to calculate the fractional parentage coefficients which split off more than one particles, non-standard representations of the symmetric group are made use of. The representations are the outer products of two representations of the symmetric group and the transformation coefficients with the standard representations are calculated.
- 社団法人日本物理学会の論文
- 1964-10-05
著者
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Horie Hisashi
Department Of Physics Tokyo Institute Of Technology
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HORIE Hisashi
Department of Physics, Tokyo Institute of Technology
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HORIE Hisashi
Departmant of Physics, Tokyo Institute of Technology
関連論文
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- A Shell-Model Study of f_-shell Nuclei in the Pure f^n_ Configuration
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- Shell-Model Study of the N〜28 Nuclei with Emphasis on High-Spin States
- Effective Proton-Neutron Interaction and Spectroscopy of the Nuclei with N=29
- The l-Forbidden Magnetic Dipole Transitions
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- Excitation of Atoms by Electron Collision II.
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- Representations of the Symmetric Group and the Fractional Parentage Coefficients