【摘要】 本文利用SU_（5）大统一理论的Fermi子填充表示和Higgs粒子表示构造了超多重态的超空间（?）+Ω。通过将超群SU（2,2|5）的内对称子群SU_（5）的生成元按SU_（3）×SU_（2）分解,将大统一群SU_（5）嵌入了超群SU（2,2|5）之中。利用文献[1]的某些结果,通过计算,实现了SU_（5）大统一理论在SU（2,2|5）<3>超统一理论中的具体嵌入,得到了嵌入后的拉氏量,从而得到一种可以包含大统一理论的群统一理论模型。同时还对该模型中不同旋型的粒子数进行了讨论。更多还原

【Abstract】 A superspace for supermultiplets V_⊕ ■ ⊕ Ω is constructed by using Fermion pack representations and Higgs particle representations used in grand unified theory.According to the direct product form SU(3)×SU(2), by way of decomposing the generators of internal symmetrical subgroup SU (5) of supergroup SU(2, 2/5), we have embedded the grand unified gauge gloup SU(5) into the supergroup SU(2, 2/5). By applying some results of ref. [1] and our calculation, the concrete embedding of SU(5) grand unified theory in the SU(2,2/5) <3> superunified theory is realized and the Lagrangian embedding the SU (5)grand unified theory is obtained, then we find a supergravity theory model containing the grand unified theory. The particle numbers of different hilicities in the model are discussed also.更多还原