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(2020.10.21)Zhiyu Tian:Zero cycles, integral Hodge conjecture, Kato homology, and MMP
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Update time: 2021-06-17
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Academy of Mathematics and Systems Science, CAS
Colloquia & Seminars

Speaker:

Zhiyu Tian ,Peking University

Inviter:  
Title:
Zero cycles, integral Hodge conjecture, Kato homology, and MMP
Time & Venue:
2020.10.21 09:30-10:30 MCM110
Abstract:

I will explain my recent work about zero cycles on rationally connected varieties defined over a Laurent fields and its relation with an integral version of the Hodge conjecture for degenerations of smooth rationally connected varieties. I will also explain how this work fits into a much more general project to study the homology of a Gersten type complex defined by Kato and Bloch-Ogus, where the minimal model program (MMP) makes its appearance.

 

 

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