課程題目（Title）: Van Est theory
報 告 人（Speaker）：Camilo Andres Angulo Santacruz
報告地點(Location)：數學樓第六研讨室
Abstract: Lie theory, understood as the relationship between global geometric structures and their corresponding infinitesimal counter-parts, has been a particularly useful and rich line of study. In 1986, van Est (1921-2002) published a novel proof of Lie’s third theorem, which he ascribed to Cartan (1869-1951) — the person who is credited with originally proving the theorem. Recall that Lie’s third theorem states that every Lie algebra has an integration, and is considered to be the most difficult of Lie’s theorems. In these talks, we will talk about integrate Lie 2-algebras to Lie 2-groups using Van Est theory.
Lecture Information
報告人簡介：Camilo Andres Angulo Santacruz is a post doctor from Universidade Federal Fluminense, Brazil. He mainly study Poisson geometry and higher structures.
