Singular moduli for real quadratic fields

This is the webpage for the Number Theory learning seminar at the IAS / Princeton University in the Fall of 2019. The goal is to study a recent p-adic approach to the theory of singular moduli for real quadratic fields.

Outline

Talks

• Jan Vonk (Princeton, 19 September 2019)
  Motivation and overview
  
  
• No meeting (26 September 2019)
  
  
• John Halliday (IAS, 3 October 2019)
  Differences of singular moduli
  
  
• Jonathan Love (IAS, 10 October 2019)
  The Dedekind-Rademacher symbol
  
  
• Boya Wen (Princeton, 17 October 2019)
  The p-adic upper half plane
  
  
• Gyujin Oh (IAS, 24 October 2019)
  Gross-Stark units and Stark-Heegner points
  
  
• No meeting (31 October 2019)
  Fall recess.
  
  
• Amina Abdurrahman (Princeton, 7 November 2019)
  Linking numbers of modular geodesics
  
  
• Michele Fornea (Princeton, 14 November 2019)
  Rigid meromorphic cocycles
  
  
• Evan O'Dorney (IAS, 21 November 2019)
  Singular moduli for real quadratic fields
  
  
• No meeting (28 November 2019)
  Thanksgiving recess.
  
  
• Kim Tuan Do (Princeton, 5 December 2019)
  Overconvergent modular forms and Galois deformations
  
  
• Linus Hamann (Princeton, 12 December 2019)
  Coherent and incoherent Eisenstein series
  
  
• Jan Vonk (IAS, 19 December 2019)
  Concluding remarks