论文标题
SU（4）Yang-Mills-higgs理论中Z（2）单孔的连续家庭
Continuous families of Z(2) monopoles in SU(4) Yang-Mills-Higgs theory
论文作者
论文摘要
我们认为SU（4）Yang-Mills-higgs理论自发地将标量字段折断到$ n \ times n $表示中的标量和$（4）$。我们获得了该理论中的$ \ Mathbb Z_2 $单孔属于$ SU（2）$嵌入与连续家庭最多四个参数相关的嵌入。该结果概括了$ \ mathbb z_2 $单孔的离散族，并显示了新的嵌入类别。
We consider an SU(4) Yang-Mills-Higgs theory spontaneously broken to $SO(4)$ by a scalar field in the $n\times n$ representation and the unbroken algebra invariant under Cartan automorphism. We obtain that $\mathbb Z_2$ monopoles in this theory belong to different classes of $su(2)$ embeddings associated to continuous families of up to four parameters. This result generalizes the discrete families of $\mathbb Z_2$ monopoles previously known as well as it shows new classes of embeddings.
