题目：The hypoelliptic Laplacian and analytic torsion

报告人：申述博士（科大03级校友）
        巴黎南大学

时间：2014.8.23 上午10：00--11：30

地点：管理楼1208

摘要:  The hypoelliptic Laplacian in de Rham theory, constructed by
Bismut, is a deformation of Hodge Laplacian. In this talk, we recall the
constructions of this hypoelliptic Laplacian and of the hypoelliptic
Ray-Signer torsion. We describe a Witten-like deformation of this operator
and we obtain a formula, which compares the hypoelliptic Ray-Singer metric
and the Milnor metric. This is a hypoelliptic version of Cheeger-Muller
Bismut-Zhang theorem. In particular, we get a new proof of the equality
between the elliptic and the hypoellptic Ray-Singer metrics, which was
proved by Bismut and Lebeau.

主办单位：我校研究生院
          我校数学学院

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