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Family version of the Kirillov formula
刘博 博士(华东师范大学)
Thursday, December 27th, 2018, 1:00 PM 闵行数学楼401报告厅 |
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Abstract: The Kirillov formula is an important formula in representation theory which represents the character of a representation as an integral over a certain orbit of the group in its coadjoint represention. In 80's, this formula was extended as an index formula with infinitesimal group action by Berline-Vergne and Bismut. In this talk, we will extend this formula to the family version. This is a joint work with Xiaonan Ma recently.
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