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Uniformity Results in Diophantine Geometry
14:00-16:00, August 7 - 10, 2023
Room 515, Cosmology Building, NTU

Amos Turchet (Università degli studi Roma Tre)

Julie Tzu-Yueh Wang (Academia Sinica)

1. Time & Venue

2- 4 pm on August 7, 8 at Room 515, Cosmology Building, NTU

2- 4 pm on August 10 at Room 505, Cosmology Building, NTU


2. Course Outline & Descriptions

In this series of lectures we will survey recent breakthrough in uniformity questions in diophantine geometry, focusing on Dimitrov-Gao-Habegger proof of a uniform version of Mordell’s Conjecture (Faltings Theorem). We will give an introduction to Mordell’s conjecture, briefly reviewing its original proof while describing more in detail Vojta’s approach. We will then introduce the main techniques and the ideas behind the Dimitrov-Gao-Habegger results and its connections to recent results and old(er) conjectures.


3. Registration



4. Online Meeting Link

08/07  14:00-16:00  https://ntucc.webex.com/ntucc-en/j.php?MTID=me0015d091be338fce75ed353ac76bba2

08/08  14:00-16:00  https://ntucc.webex.com/ntucc-en/j.php?MTID=me8f55bd3c230d990662d545c7b56e958

08/10  14:00-16:00  https://ntucc.webex.com/ntucc-en/j.php?MTID=m598cdc0890ffa50c268f927fb205cd6a


5. Course Video

Uniformity Results in Diophantine Geometry

Contact: murphyyu@ncts.ntu.edu.tw

Poster: events_3_276230511514335019.pdf

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