YoVDO

Strongly Linear Maps on Bounded Hahn Fields- Applications to Derivations, Logarithms, Automorphisms

Offered By: Fields Institute via YouTube

Tags

Tame Geometry Courses Logarithms Courses Automorphisms Courses O-minimal Structures Courses

Course Description

Overview

Explore a 57-minute lecture from the Fields Institute's Workshop on Tame Geometry, delivered by Vincenzo Mantova of the University of Leeds. Delve into the concept of strongly linear maps on bounded Hahn fields and discover their applications to derivations, logarithms, and automorphisms. Gain insights into the interactions between O-minimal, complex analytic, and nonarchimedean methods in tame geometry through this in-depth presentation.

Syllabus

Strongly linear maps on bounded Hahn fields: applications to derivations, logarithms, automorphisms


Taught by

Fields Institute

Related Courses

Towards Reduction of Singularities of Generalized Analytic Functions
Fields Institute via YouTube
Complex Analysis in O-minimal Expansions of Real Closed Fields - Lecture 2
Fields Institute via YouTube
A Non-Archimedean Definable Chow Theorem
IMSA via YouTube
Mixed Period Maps: Definability and Algebraicity
IMSA via YouTube
A Stationary Set Method for Estimating Oscillatory Integrals
Hausdorff Center for Mathematics via YouTube