报告题目： Theta 函数 与 广义 theta 函数

报告人：孙笑涛

报告时间：3月30日  10:00-11:30

报告地点：1518

摘要: The theory of theta functions was regarded as one of the most significant accomplishments of the 19 century by C. L. Siegel, its generalization was suggested in a paper of A. Weil.  The dimension of space of generalized theta functions was predicted by Conformal Field Theory. In this talk, we try to explain an (finite dimensional) approach inspired by the above prediction, and  I will start the story from abel's integral.