November 9, 2023
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2023-11-09 10:00:00
2023-11-09 11:00:00
Schwartz's complex hyperbolic surface
Title: Schwartz's complex hyperbolic surface
Speaker: Jiming Ma (Fudan University)
Abstract: In this talk, we will study the topology of an infinite volume complex hyperbolic surface $M$, whose underlying topology is more complicated than plane bundles over real surfaces. R. Schwartz constructed $M$ in 2003, and Schwartz identified the 3-manifold at infinity of $M$. Now we may calculate the fundamental group of $M$, and more importantly, we may identify the topology of $M$.
Zoom: https://osu.zoom.us/j/96872703155?pwd=bS9nYUwycEs4UWNxekU1MDZ5SGNPdz09
Zoom
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2023-11-09 09:00:00
2023-11-09 10:00:00
Schwartz's complex hyperbolic surface
Title: Schwartz's complex hyperbolic surface
Speaker: Jiming Ma (Fudan University)
Abstract: In this talk, we will study the topology of an infinite volume complex hyperbolic surface $M$, whose underlying topology is more complicated than plane bundles over real surfaces. R. Schwartz constructed $M$ in 2003, and Schwartz identified the 3-manifold at infinity of $M$. Now we may calculate the fundamental group of $M$, and more importantly, we may identify the topology of $M$.
Zoom: https://osu.zoom.us/j/96872703155?pwd=bS9nYUwycEs4UWNxekU1MDZ5SGNPdz09
Zoom
America/New_York
public
Title: Schwartz's complex hyperbolic surface
Speaker: Jiming Ma (Fudan University)
Abstract: In this talk, we will study the topology of an infinite volume complex hyperbolic surface $M$, whose underlying topology is more complicated than plane bundles over real surfaces. R. Schwartz constructed $M$ in 2003, and Schwartz identified the 3-manifold at infinity of $M$. Now we may calculate the fundamental group of $M$, and more importantly, we may identify the topology of $M$.
Zoom: https://osu.zoom.us/j/96872703155?pwd=bS9nYUwycEs4UWNxekU1MDZ5SGNPdz09
