Non-archimedean geometry, motivic integration and rational points KU Leuven
The aim is to further investigate non-archimedean geometry, motivic integration and rational points via hensel minimality, existential positive motivic integration and quasi-analytic functions. Hensel minimality provides a geometric framework for non-archimedean geometry. Within this framework, we can study quasi-analytic functions, similar to o-minimality. This then leads to the counting and bounding of rational points. Motivic integration ...