论文标题
零维超对称非线性Sigma模型的精确生成函数
Exact generating function of a zero-dimensional supersymmetric non-linear sigma model
论文作者
论文摘要
我们精确地计算了属于单一类的超对称非线性Sigma模型的生成函数。尽管任意源明确打破了超对称性，但对生成函数的不变性的仔细分析使我们能够炫耀它仅取决于源的三个不变函数。该生成功能允许USTO恢复文献中发现的各种结果。它还质疑三维安德森过渡的功能性肾上力研究小组研究的可能性。
We compute exactly the generating function of a supersymmetric non-linear sigma model describ-ing random matrices belonging to the unitary class. Although an arbitrary source explicitly breaksthe supersymmetry, a careful analysis of the invariance of the generating function allows us to showthat it depends on only three invariant functions of the source. This generating function allows usto recover various results found in the literature. It also questions the possibility of a functionalrenormalization group study of the three-dimensional Anderson transition.
