Non-Abelian walls in supersymmetric gauge theories
Non-Abelian walls in supersymmetric gauge theories
复制标题
DOI：
10.1103/physrevd.70.125014
复制
发表时间：
2004-05
影响因子：
5
通讯作者：
Y. Isozumi;M. Nitta;K. Ohashi;N. Sakai
中科院分区：
文献类型：
--
作者：
Y. Isozumi;M. Nitta;K. Ohashi;N. Sakai
在基本表象为N{sub F}（>N{sub C}）超多重态的5维超对称U（N{sub C}）规范理论中构造了Bogomol'nyi-Prasad-Sommerfield（BPS）多壁解.精确的解决方案，得到了与无限规范耦合的全部通用模量和部分模量有限规范耦合。一般壁的解决方案需要非平凡的配置，无论是规范场或非对角分量的伴随标量取决于规范。模场的有效理论被构造为世界体积规范理论。区分并求出了Nambu-Goldstone标量和拟Nambu-Goldstone标量。BPS非Abel壁的包含所有拓扑扇区的全模空间是具有变形度量的复Grassmann流形SU（N{sub F}）/[SU（N{sub C}）xSU（N{sub F}-N{sub C}）xU（1）].
The Bogomol'nyi-Prasad-Sommerfield (BPS) multiwall solutions are constructed in supersymmetric U(N{sub C}) gauge theories in five dimensions with N{sub F}(>N{sub C}) hypermultiplets in the fundamental representation. Exact solutions are obtained with full generic moduli for infinite gauge coupling and with partial moduli for finite gauge coupling. The generic wall solutions require nontrivial configurations for either gauge fields or off diagonal components of adjoint scalars depending on the gauge. Effective theories of moduli fields are constructed as world volume gauge theories. Nambu-Goldstone and quasi-Nambu-Goldstone scalars are distinguished and worked out. Total moduli space of the BPS non-Abelian walls including all topological sectors is found to be the complex Grassmann manifold SU(N{sub F})/[SU(N{sub C})xSU(N{sub F}-N{sub C})xU(1)] endowed with a deformed metric.