Expansions of Real-Closed Fields - Expansions of Presburger Arithmetic

Explore the mathematical theory of "tame" expansions of real-closed fields and their relationship to expansions of Presburger arithmetic in this 51-minute research lecture. Examine the connection between these mathematical structures through the additive reduct of integer parts of real-closed fields, gaining insight into ongoing collaborative research in model theory and mathematical logic. Delve into advanced topics in algebraic structures and arithmetic systems as presented by a leading researcher in the field, with content drawn from current joint work with Paola D'Aquino.