论文标题
超对称量子力学需要$ g = 2 $ for vector Bosons
Supersymmetric quantum mechanics requires $g=2$ for vector bosons
论文作者
论文摘要
相对论任意的自旋汉密尔顿人被证明，如果它们的奇数甚至部分通勤，可以遵守超对称量子系统的代数结构。这种条件与褶皱 - 杜斯林转化的精确性所需的条件相同。超对称量子力学在恒定磁场中应用于巨大的带电旋转 - $ 1 $粒子，必然需要一个旋转磁因子$ g = 2 $。
Relativistic arbitrary spin Hamiltonians are shown to obey the algebraic structure of supersymmetric quantum system if their odd and even parts commute. This condition is identical to that required for the exactness of the Foldy-Wouthuysen transformation. Applied to a massive charged spin-$1$ particle in a constant magnetic field, supersymmetric quantum mechanics necessarily requires a gyromagnetic factor $g=2$.
