拓扑场论与相变
Topological Field Theory and Phase Transition
摘要：
拓扑扭曲超杨-米尔斯场论在边界上的配分函数可以展开为琼斯多项式，它可以计算为威尔逊圈算子的期望值.我们证明了Jones多项式的零点是Lee-Yang型的。此外，还在环面纽结的琼斯多项式和拓扑扭曲超杨-米尔斯场论中讨论了李-杨相变.
英文摘要：
The partition function of the topological twisted super Yang-Mills field theory on the boundary can be expanded as Jones polynomial, which can be computed as expectation values of Wilson loop operators. We show that the zero of the Jones polynomial is Lee-Yang type. Moreover, Lee-Yang phase transition is also discussed in the Jones polynomial of torus knot and the topological twisted super Yang-Mills field theory.
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