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Conference in honour of Fedor Bogomolov's 65th birthday
September 1, 2011 14:30, Moscow
 


The Chern number inequality for minimal varieties

Gang Tianab

a Peking University, Beijing
b Princeton University
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Gang Tian


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Abstract: In this talk, I will discuss the Chern number inequality on minimal varieties of general type which may have canonical singularities of complex codimension at least 3. This inequality extends the famous Bogomolov-Miyaoka-Yau inequality for smooth manifolds. I will also exam the case when the equality holds and show a new uniformization theorem for singular varieties. This is a joint work with B. Wang.

Language: English

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