Florian Pop
Affiliations: | Mathematics | University of Pennsylvania, Philadelphia, PA, United States |
Area:
Arithmetic Algebraic Geometry and Modern Galois TheoryGoogle:
"Florian Pop"Children
Sign in to add traineeScott Corry | grad student | 2007 | Penn |
Armin Holschbach | grad student | 2008 | Penn |
Linda M. Gruendken | grad student | 2011 | Penn |
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Publications
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Bachmayr A, Harbater D, Hartmann J, et al. (2020) Large Fields In Differential Galois Theory Journal of the Institute of Mathematics of Jussieu. 1-16 |
Pop F. (2019) Finite tripod variants of I/OM: On Ihara’s question/Oda–Matsumoto conjecture Inventiones Mathematicae. 216: 745-797 |
Pop F. (2017) Elementary equivalence versus isomorphism, II Algebra & Number Theory. 11: 2091-2111 |
Pop F, Stix J. (2017) Arithmetic in the fundamental group of a p-adic curve: On the p-adic section conjecture for curves Crelle's Journal. 2017: 1-40 |
Pop F. (2014) The Oort Conjecture on lifting covers of curves Annals of Mathematics. 180: 285-322 |
Pop F. (2012) On the birational anabelian program initiated by Bogomolov I Inventiones Mathematicae. 187: 511-533 |
Pop F. (2010) Henselian implies large Annals of Mathematics. 172: 2183-2195 |
Pop F. (2010) On the birational p-adic section conjecture Compositio Mathematica. 146: 621-637 |
Pop F. (2010) Pro-ℓ abelian-by-central Galois theory of prime divisors Israel Journal of Mathematics. 180: 43-68 |
Pop F. (2010) Inertia elements versus Frobenius elements Mathematische Annalen. 348: 1005-1017 |