Higgs Bundles and SYZ Geometry
Time: 2022-03-31
Published By: Wenqiong Li
Speaker(s): Charles Ouyang(University of Massachusetts Amherst)
Time: 09:00-10:00 April 6, 2022
Venue: Online
Abstract：
Special Lagrangian 3-torus fibrations over a 3 dimensional base play an important role in mirror symmetry and the SYZ conjecture. In this talk, we discuss the construction via Higgs bundles of an infinite family of semi-flat Calabi-Yau metrics on special Lagrangian torus bundles over an open ball in R^3 with a Y-vertex deleted. This is joint work with S. Heller and F. Pedit.
Speaker:
Charles Ouyang is currently a visiting assistant professor, and starting this fall an NSF postdoc, at the University of Massachusetts Amherst. He completed his undergraduate studies at Princeton University and obtained his PhD in 2020 from Rice University under the supervision of Michael Wolf. His research interests lie in Higher Teichmüller theory and minimal surfaces.
Zoom:
Link: https://us02web.zoom.us/j/83599692836?pwd=Vnd6ekFEK3Exc1NJZTcwQjZqWWZYZz09
ID: 835 9969 2836
Password: 475209
Special Lagrangian 3-torus fibrations over a 3 dimensional base play an important role in mirror symmetry and the SYZ conjecture. In this talk, we discuss the construction via Higgs bundles of an infinite family of semi-flat Calabi-Yau metrics on special Lagrangian torus bundles over an open ball in R^3 with a Y-vertex deleted. This is joint work with S. Heller and F. Pedit.
Speaker:
Charles Ouyang is currently a visiting assistant professor, and starting this fall an NSF postdoc, at the University of Massachusetts Amherst. He completed his undergraduate studies at Princeton University and obtained his PhD in 2020 from Rice University under the supervision of Michael Wolf. His research interests lie in Higher Teichmüller theory and minimal surfaces.
Link: https://us02web.zoom.us/j/83599692836?pwd=Vnd6ekFEK3Exc1NJZTcwQjZqWWZYZz09
ID: 835 9969 2836
Password: 475209
