论文标题
BPS字符串和渐近Casimir定律在伴随风味对称YMH模型中的稳定性
BPS strings and the stability of the asymptotic Casimir law in adjoint flavor-symmetric YMH models
论文作者
论文摘要
我们研究了一个有效的风味对称性阳米尔斯 - 希格斯模型，该模型具有$ n^2-1 $ eapanioct caliboint标量场。我们找到一组提供涡旋解的BPS方程并计算其用于任意表示的能量。我们表明，对于给定的N-性$ K $，相应的反对称表示的能量是最低的。这完成了这样的证据，即该模型能够在渐近距离处重现Casimir定律，以解决弦乐张力。
We investigate an effective flavor-symmetric Yang-Mills-Higgs model with $N^2-1$ adjoint scalar fields. We find a set of BPS equations that provide vortex solutions and calculate their energies for arbitrary representations. We show that, for a given N-ality $k$, the energy of the corresponding antisymmetric representation is the lowest. This completes the proof that this model is able to reproduce a Casimir law for the string tension at asymptotic distances.
