SUPERSYMMETRIC

Zhang Yuan-zhong; Zhao Zhi-yong

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《中国物理C》（英文）编辑部

2024年10月30日

Chinese Physics C> 1980, Vol. 4> Issue(3) : 390-393

SUPERSYMMETRIC

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Abstract：
In this paper we investigate some properties of the "linear" superfields, and givethe variation of this "linear" multiplet under an infinitesimal supersymmetry trans-formation.

References

[1]

J. Wess and B, Zumino, Nucl. Phys., B70(1974), 39.[2] A.Salam and J. Strathdee, Nucl. Phys., B76(1974), 477;Phys. Rev., D11(1975), 1521;For.der Physik, 26(1978), 57.[3] S. Ferrara et al.Phys. Lett., 51B(1974), 239.[4]γμγμ+γμγμ=2gμv,gμv=(-+++).γ5=γ0γ1γ2γ3,ψ=ψ+γ0.电荷共轭矩阵C定义为：Majorana 旋量定义为：二分量旋量就记号取如下规定：ψa为二分量旋量(a=1,2)它的共轭旋量是 ψa 其变换性质与 ψa 的复数共轭(ψa)* 的变换性质相同，对于一个Majorana旋量，则有 ψa=(ψa)* 旋量指标α(或α)的升降用ξαβ(或ξαβ)进行，ξ12=-ξ21=1对于不带点的定义相同ξαβξαλ=δλα四分量的Majorana旋量坐标θα与相应的二分量旋量坐标θα和θα之间的关系是：θα＝((1-iγ3)/2)θ,θα=(ψa)*=((1+iγ3)/2)θ.定义任意两个二分量旋量的缩写形式为：θψ≡ξαψα,θaψa定义2×2矩阵σμ为(σμ)αβ=(1,σg),θσμψ≡θa(σμ)αβψa其中1是2×2单位矩阵，σg(j=1,2,3)是pauli矩阵.

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Zhang Yuan-zhong and Zhao Zhi-yong. SUPERSYMMETRIC[J]. Chinese Physics C, 1980, 4(3): 390-393.

Zhang Yuan-zhong and Zhao Zhi-yong. SUPERSYMMETRIC[J]. Chinese Physics C, 1980, 4(3): 390-393. shu

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Received: 1979-02-23
Revised: 1900-01-01

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沈阳化工大学材料科学与工程学院沈阳 110142

SUPERSYMMETRIC

Received Date: 1979-02-23
Accepted Date: 1900-01-01
Available Online: 1980-06-05

Abstract: In this paper we investigate some properties of the "linear" superfields, and givethe variation of this "linear" multiplet under an infinitesimal supersymmetry trans-formation.