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RIT on Algebraic Geometry - K3 Surfaces

Organizers: Dori Bejleri, Junyan Zhao
When: Friday at 2pm
Where: Kirwan Hall MTH 3206

Description: K3 surfaces are perhaps the most interesting examples of smooth 2-dimensional algebraic varieties.  This RIT will study their structure following the excellent book Lectures on K3 Surfaces by Daniel Huybrechts, Cambridge Univ. Press, 2016.  A preliminary version is online here. 

• Introduction and examples of K3 surfaces

  Speaker: Myeong Jae Jeon (UMD) -
  

  When: Thu, September 12, 2024 - 11:00am
  Where: Kirwan Hall 3206
  
• More examples and some linear series

  Speaker: Dori Bejleri (UMD) -
  

  When: Fri, September 20, 2024 - 2:00pm
  Where: Kirwan Hall 3206
  
• Stable vector bundles the Bogomolov inequality

  Speaker: Junyan Zhao (UMD) -
  

  When: Fri, September 27, 2024 - 2:00pm
  Where: Kirwan Hall 3206
  
• Linear series and Reider's method

  Speaker: Javier Reyes (UMD) -
  

  When: Fri, October 4, 2024 - 2:00pm
  Where: Kirwan Hall 3206
  
• Hodge Theory and the Kuga Satake

  Speaker: Myeong Jae Jeon (UMD) -
  

  When: Fri, October 11, 2024 - 2:00pm
  Where: Kirwan Hall 3206
  
• The moduli of polarized K3s

  Speaker: Javier Reyes (UMD) -
  

  When: Fri, November 1, 2024 - 2:00pm
  Where: Kirwan Hall 3206
  
• The period map and local Torelli theorem

  Speaker: Yu-Chi Hou (UMD) -
  

  When: Fri, November 15, 2024 - 2:00pm
  Where: Kirwan Hall 3206
  
• The period map and local Torelli theorem continued

  Speaker: Yu-Chi Hou (UMD) -
  

  When: Fri, November 22, 2024 - 2:00pm
  Where: Kirwan Hall 3206
  

4176 Campus Drive - William E. Kirwan Hall
College Park, MD 20742-4015
P: 301.405.5047 | F: 301.314.0827

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