论文标题
超对称扭曲的保形场理论
Supersymmetric Warped Conformal Field Theory
论文作者
论文摘要
在这项工作中，我们在两个维度上研究了超对称扭曲的保形场理论。我们表明，对对称增强的Hofman-Strominger定理可以推广到超对称情况。更准确地说，我们发现在手性超空间$（x^+，þ）$中，这是一种具有两种转换不变性和手性缩放对称性的二维场理论，可以增强局部对称性，这是在膨胀光谱是离散且非对话性的。与纯的骨骼案例相似，有两种最小模型，一种是$ n =（1,0）$ supersmpermatimal -Suppersympricric的共形野外理论，而另一种是$ n = 1 $ $ supersympersymmetry -Metrymmetric warporped condormal field Theories（SWCFT）。我们研究了SWCFT的性质，包括代数的表示，国家空间和超级主体的相关函数。
In this work, we study the supersymmetric warped conformal field theory in two dimensions. We show that the Hofman-Strominger theorem on symmetry enhancement could be generalized to the supersymmetric case. More precisely, we find that within a chiral superspace $(x^+,þ)$, a two-dimensional field theory with two translational invariance and a chiral scaling symmetry can have enhanced local symmetry, under the assumption that the dilation spectrum is discrete and non-negative. Similar to the pure bosonic case, there are two kinds of minimal models, one being $N=(1,0)$ supersymmetric conformal field theories, while the other being $N=1$ supersymmetric warped conformal field theories (SWCFT). We study the properties of SWCFT, including the representations of the algebra, the space of states and the correlation functions of the superprimaries.
