Paul A. Vojta
Affiliations: | Mathematics | University of California, Berkeley, Berkeley, CA, United States |
Area:
Diophantine approximation, Nevanlinna theor, Arakelov theoryGoogle:
"Paul Vojta"Children
Sign in to add trainee| Sinan Unver | grad student | 2003 | UC Berkeley |
| Nirit Sandman | grad student | 2004 | UC Berkeley |
| Aaron D. Levin | grad student | 2005 | UC Berkeley |
| Seth C. Dutter | grad student | 2009 | UC Berkeley |
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Publications
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| Vojta P. (2007) On the Nochka-Chen-Ru-Wong proof of Cartan's conjecture Journal of Number Theory. 125: 229-234 |
| Vojta P. (2001) Correction to "On the ABC conjecture and diophantine approximation by rational points" American Journal of Mathematics. 123: 383-384 |
| Vojta P. (2000) On the abc conjecture and diophantine approximation by rational points American Journal of Mathematics. 122: 843-872 |
| Vojta P. (1999) Integral points on subvarieties of semiabelian varieties, II American Journal of Mathematics. 121: 283-313 |
| Vojta P. (1997) On Cartan's theorem and Cartan's conjecture American Journal of Mathematics. 119: 1-17 |
| Ru M, Vojta P. (1997) Schmidt's subspace theorem with moving targets Inventiones Mathematicae. 127: 51-65 |
| Vojta P. (1992) A generalization of theorems of Faltings and Thue-Siegel-Roth-Wirsing Journal of the American Mathematical Society. 5: 763-804 |
| Vojta P. (1991) Siegel's theorem in the compact case Annals of Mathematics. 133: 509-548 |
| Vojta P. (1989) A Refinement of Schmidt's Subspace Theorem American Journal of Mathematics. 111: 489-518 |
| Vojta P. (1989) Mordell's conjecture over function fields Inventiones Mathematicae. 98: 115-138 |