论文标题
部分可观测时空混沌系统的无模型预测
Classifications of magnetized $T^4$ and $T^4/Z_2$ orbifold models
论文作者
论文摘要
我们研究了基于磁化$ t^4 $和$ t^4/{z} _2 $ orbifold作为紧凑空间的候选者的三代模型的结构和分类。我们专注于额外尺寸中的手性零模式波函数。考虑到恒定量规场的自由，称为Scherk-Schwarz阶段。产生了无限的三代模型的数量，对应于可以打开磁通量的方式。我们以系统的方式对它们进行分类，并阐明不同模型之间的关系。还通过分析磁通量和Scherk-Schwarz相的可能分配到左手和右手的费米子来研究Higgs部门。
We study constructions and classifications of three-generation models based on magnetized $T^4$ and $T^4/{Z}_2$ orbifold as candidates of the compact space. We focus on chiral fermion zero-mode wave functions in the extra dimensions. Freedoms of constant gauge fields, called Scherk-Schwarz phases are taken into account. Infinite number of three-generation models are yielded, corresponding to the ways in which the magnetic flux can be turned on. We classify them in a systematic manner, clarifying the relationship between different models. The Higgs sector is also studied by analyzing possible assignments of the magnetic flux and Scherk-Schwarz phases, etc. to left- and right-handed fermions.
