Towards an Algebraic Independence Result for Certain P-adic Series

Explore a 26-minute lecture from the Fields Institute's Thematic Program on Tame Geometry, Transseries and Applications to Analysis and Geometry. Delve into the topic of algebraic independence for certain p-adic series, presented by Taboka Chalebgwa. Learn about key results, functionality of advanced transparent methods, and the origins of algebraic independence. Examine the theorem and its key addicts, investigate the oil of internal series, and discover the concept of infinite transcendence. Gain insights into this complex mathematical topic and its implications for tame geometry and related fields.

Introduction
Results
Functionality advanced transparent
Algebraic independence
Where does it come from
Theorem
Key addicts
Oil of internal series
Infinite transcendence