Paul A. Vojta

Research Bio

Professor Paul Vojta works in diophantine geometry (number theory) and Nevanlinna theory (complex analysis), using a formal analogy between those two areas to generate ideas and conjectures in these areas. He works primarily in number theory, using Arakelov geometry as a key tool.

Research Expertise and Interest

mathematics, algebraic geometry, diophantine geometry, Nevanlinna theory, Arakelov theory

Teaching

Courses taught during the three most recent terms
2026 Spring
  • Individual Research  [MATH 295]  

  • Individual Study for Doctoral Students  [MATH 602]  

2025 Fall
  • Individual Research  [MATH 295]  

  • Reading Course for Graduate Students  [MATH 299]  

  • Individual Study for Doctoral Students  [MATH 602]  

2025 Spring
  • Number Theory  [MATH 254B]  

  • Individual Research  [MATH 295]  

  • Individual Study for Doctoral Students  [MATH 602]