论文标题
在五个方面
On non-supersymmetric fixed points in five dimensions
论文作者
论文摘要
我们将有关质量变形$ e_1 $固定点的相位空间的最新结果概括为一组五维超符合字段理论，称为$ x_ {1，n} $。与$ e_1 $的情况一样，相位过渡是作为超对称性保存而发生的，并且适当调整了超对称性质量变形。在$ e_1 $的情况下，不能明确确定此类相变的顺序。对于$ x_ {1，n} $，我们可以证明，在$ n $上，存在相变为二阶的制度。我们的发现为在五个维度中存在非苏匹配固定点的存在提供了支持证据。
We generalize recent results regarding the phase space of the mass deformed $E_1$ fixed point to a full class of five-dimensional superconformal field theories, known as $X_{1,N}$. As in the $E_1$ case, a phase transition occurs as a supersymmetry preserving and a supersymmetry breaking mass deformations are appropriately tuned. The order of such phase transition could not be unequivocally determined in the $E_1$ case. For $X_{1,N}$ instead, we can show that at large $N$ there exists a regime where the phase transition is second order. Our findings give supporting evidence for the existence of non-supersymmetric fixed points in five dimensions.
