publiée le 23 février 2026
Phase Transitions in Loewner Evolution: A Mathematical Proof of Concept
De Claire David
The model theory of Hardy fields and linear differential equations
Apparaît dans la collection : Model theory of valued fields / Théorie des modèles des corps valués
Hardy fields form a natural domain for a 'tame' part of asymptotic analysis. In this talk I will explain how a recent theorem which permits the transfer of statements concerning algebraic differential equations between Hardy fields and related structures yields applications to some classical linear differential equations. (Joint work with L. van den Driesand J. van der Hoeven.)
