- 主题:seminar20240927~1107 Green’s function on Riemann surfaces
Green’s function on Riemann surfaces
Speaker: 张科伟副教授，北京师范大学
Inviter: 简旺键 副研究员
Title: Green’s function on Riemann surfaces
Language: Chinese
Time & Venue: 2024.09.27 10:00-11:00 腾讯会议：876-6294-1705
Abstract: In this talk we show that a Riemann surface admits a Green’s function if and only if it is hyperbolic, in the sense that it admits a non-constant subharmonic function that is bounded from above.
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修改:vinbo FROM 211.161.245.*
FROM 202.120.11.*
张科伟副教授：Symmetry of Green’s function on Riemann surface
Speaker: 张科伟副教授，北京师范大学
Inviter: 简旺键 副研究员
Title: Symmetry of Green’s function on Riemann surface
Language: Chinese
Time & Venue: 2024.10.17 14:30-15:30 腾讯会议：876-6294-1705
Abstract: We will use Green’s function to classify hyperbolic Riemann surfaces. We will also show that Green’s function is symmetric.
同主题第三次
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FROM 202.120.11.*
张科伟副教授：Symmetry of Green’s function on Riemann surface
Speaker: 张科伟副教授，北京师范大学
Inviter: 简旺键 副研究员
Title: Symmetry of Green’s function on Riemann surface
Language: Chinese
Time & Venue: 2024.10.18 10:00-11:00 腾讯会议：876-6294-1705
Abstract: We will use Green’s function to classify hyperbolic Riemann surfaces. We will also show that Green’s function is symmetric.
改时间了
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FROM 211.161.214.*
张科伟副教授: Green’s function with dipole on Riemann surfaces
Speaker: 张科伟副教授，北京师范大学
Inviter: 简旺键 副研究员
Title: Green’s function with dipole on Riemann surfaces
Language: Chinese
Time & Venue: 2024.11.01 10:00-11:00 腾讯会议：876-6294-1705
Abstract: We show that Green’s function with dipole always exists on Riemann surfaces. Based on this we finish the proof of the uniformization theorem.
短课系列第5次，最后一次
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FROM 124.14.38.*
张科伟副教授: Green’s function with dipole on Riemann surfaces
Speaker: 张科伟副教授，北京师范大学
Inviter: 简旺键 副研究员
Title: Green’s function with dipole on Riemann surfaces
Language: Chinese
Time & Venue: 2024.11.07 15:00-16:00 腾讯会议：876-6294-1705
Abstract: We show that Green’s function with dipole always exists on Riemann surfaces. Based on this we finish the proof of the uniformization theorem.
改时间了
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FROM 211.161.245.*