Bose description of the generalized Pauli spin operators and para super symmetry

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초록

In this paper, the generalized fermion algebra is introduced so as to have the pdimensional Fock space. The generalized Pauli spin matrices of order p are introduced by identifying these matrices with the step operators of the generalized fermion algebra. From the Z(p)-graded parity relation p generalized Pauli matrices are obtained. Finally, the para super symmetry (SUSY) is realized in terms of these matrices and ordinary bosonic operators.

키워드

Generalized fermion; generalized Pauli spin; para super symmetry; QUANTIZATION; STATISTICS
제목
Bose description of the generalized Pauli spin operators and para super symmetry
저자
Chung, Won Sang
DOI
10.1142/S0219887817500591
발행일
2017-04
유형
Article
저널명
International Journal of Geometric Methods in Modern Physics
권
14
호
4