题目：Small Eigenvalues of Closed Riemann Surfaces for Large Genus

报告人：吴云辉 副教授 （清华大学）

地点：致远楼101室

时间：2019年6月17日 16:30-17:30

摘要: We study the asymptotic behavior of small eigenvalues of Riemann surfaces for large genus. We show that for any integer k>0, as the genus g goes to infinity, the smallest k-th eigenvalue of a Riemann surface in any thick part of moduli space of Riemann surfaces of genus g is uniformly comparable to 1/g^2 in g. This is a joint work with Yuhao Xue.

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