On the holomorphic convexity of reductive Galois coverings over compact Kahler surfaces
| Speaker: | 刘远博士, University at Buffalo, The State University of New York |
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Title: |
On the holomorphic convexity of reductive Galois coverings over compact Kahler surfaces |
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Time & Venue: |
2022.05.06 10:00-11:00 Zoom ID: 82008380368 Password: 1728 |
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Abstract: |
This talk generalizes the result of Katzarkov and Ramachandran from algebraic surfaces to Kahler surfaces. We follow their argument to prove the holomorphic convexity of a reductive Galois covering over a compact Kahler surface which does not have two ends, except that we replace the p-adic factorization theorem by an analysis of the singularities of the continuous subanalytic plurisubharmonic exhaustion function. |