论文标题
关于通过变形限制超对称理论来证明在非苏绝端理论中限制的可能性
On the Possibility of Demonstrating Confinement in Non-Supersymmetric Theories by Deforming Confining Supersymmetric Theories
论文作者
论文摘要
我们回顾了具有$ n $颜色和$ n_f \ ge 0 $ massive Quarks限制的超对称QCD的论点。我们解释说，这种情况仍然是任何夸克的小软性破裂和小的超对称质量。这些结果继续以$ n $ $ n $的价格保留。然后，我们将这些理论带有较大的软性破裂 - 实际QCD-通过直接计算重的夸克和阿提夸克之间的线性电势来描述问题。我们提供了持续存在的天真论点，然后提供更一般的待遇。普遍认为，幼稚论点所需的功能持有$ n $。将它们扩展到有限的$ n $只需要温和的假设。
We review arguments that supersymmetric QCD with $N$ colors and $N_f \ge 0$ massive quarks confines. We explain that this remains the case for small soft breakings and small supersymmetric masses for any quarks. These results continue to hold at large $N$. We then consider these theories with large soft breakings -- real QCD -- describing the problem in terms of the direct computation of the linear potential between a heavy quark and antiquark. We provide naive arguments that confinement persists, and then give a more general treatment. The features required for the naive arguments are generally believed to hold at large $N$. Extending them to finite $N$ requires only mild assumptions.
