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Limiting behavior of a class of Hermitian Yang-Mills metrics

2018-12-13 09:48    

报告人:傅吉祥 【复旦大学】

时   间:2018-03-08 16:00-17:00

地   点:南开大学省身楼216教室


报告人简介

复旦大学教授

报告内容介绍

    This talk concerns Hermtian Yang-Mills metrics on a class of rank 2 holomorphic vector
bundles over the product X of two copies of the complex one torus T and B. The vector
bundles are stables with respect to a family of Kahler metrics on X which are flat and
have areas and on T and B. respectvely. We will study the asymptotic behavior of the
resulting Hermitian Yang-Mills metrics by constructing a family of Hermitian metrics
and doing the -estimats to the difference between and the identity matrix. In this talk
we will focus on the -estimate.

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