THE CLASSIFICATION OF THE WAVE FUNCTIONS OF BOSONS AND FERMIONS

SUN HONG-ZHOU; HAN QI-ZHI

Chinese Physics C> 1982, Vol. 6> Issue(3) : 317-322

THE CLASSIFICATION OF THE WAVE FUNCTIONS OF BOSONS AND FERMIONS

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Abstract：
In this paper we have proved that the wave functions for bosons and fermionscan be classified by either of the following two Lie superalgebra chains U(2l+1/2j+1) SU(2l+1/2j+1) SU(2l+1)SU(2j+1) SO(2l+1)Sp(2j+1) SO(3)SO(3), U(2l+1/2j+1) SU(2l+1/2j+1) OSp(2l+1/2j+1) SO(2l+1)Sp(2j+1) SO(3)SO(3) The wave functions for bosons and fermions classified by the Lie superalgebra chain U(2l+1/2j+1) SU(2l+1/2j+1) SU(2l+1)SU(2j+1) SO(2l+1)Sp(2j+1) SO(3)SO(3), are calculated also.
References

[1] Kac, V. G., Commun. Math. Phys., 53(1977), 31.[2] 韩其智等, 阶化李代数SU(m/n)的不可约表示, 5(1981). 546.

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SUN HONG-ZHOU and HAN QI-ZHI. THE CLASSIFICATION OF THE WAVE FUNCTIONS OF BOSONS AND FERMIONS[J]. Chinese Physics C, 1982, 6(3): 317-322.

SUN HONG-ZHOU and HAN QI-ZHI. THE CLASSIFICATION OF THE WAVE FUNCTIONS OF BOSONS AND FERMIONS[J]. Chinese Physics C, 1982, 6(3): 317-322. shu

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Received: 1980-10-13
Revised: 1900-01-01

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