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名 称 Crystalline subrepresentations of the arithmetic fundamental groups and Higgs subbundles in mixed characteristic in geometric caseCrystalline subrepresentations of the arithmetic fundamental groups and Higgs subbundles i
题 目 Crystalline subrepresentations of the arithmetic fundamental groups and Higgs subbundles in mixed characteristic in geometric caseCrystalline subrepresentations of the arithmetic fundamental groups and Higgs subbundles i
报告人 盛茂教授
时 间 2012-04-01 14:15-16:15
地 点 管理科研楼1518
详 细

  I am going to report our recent progress on p-adic Hodge theory in the geometric case. This is a joint project with Kang Zuo.  The central problem in the situation is to construct strong p-divisible de Rham subbundles under correct conditions on Higgs subbundles. In the context of complex algebraic geometry this involves with the Hermitian-Yang-Mills equation. In my talk I will explain our strategy in solving this problem and our results along the direction.

 

 

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