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
Individual Research [MATH 295]
Individual Study for Doctoral Students [MATH 602]
Individual Research [MATH 295]
Reading Course for Graduate Students [MATH 299]
Individual Study for Doctoral Students [MATH 602]
Number Theory [MATH 254B]
Individual Research [MATH 295]
Individual Study for Doctoral Students [MATH 602]