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Height of rational points on algebraic varieties

Applicant Le Boudec Pierre
Number 202664
Funding scheme SNSF Professorships
Research institution Departement Mathematik und Informatik Universität Basel
Institution of higher education University of Basel - BS
Main discipline Mathematics
Start/End 01.09.2021 - 31.08.2023
Approved amount 755'989.00
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Keywords (2)

Analytic Number Theory; Diophantine Geometry

Lay Summary (French)

Lead
Mon programme de recherche se situe à l'interface entre la Théorie Analytique des Nombres et la Géométrie Diophantienne.
Lay summary
Mon principal objectif est d'étudier divers problèmes concernant les points rationnels et les points entiers sur les variétés algébriques en utilisant des techniques de théorie analytique des nombres.
Direct link to Lay Summary Last update: 06.07.2021

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Associated projects

Number Title Start Funding scheme
170565 Height of rational points on algebraic varieties 01.09.2017 SNSF Professorships

Abstract

My research program is at the interface between Analytic Number Theory and Diophantine Geometry. To be more specific, it mainly consists in using analytic number theory techniques to investigate quantitative aspects of rational and integral points on algebraic varieties.
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