**Speaker:** Arame Diaw, University of Porto

GTA group seminar

**Title: "**How to recognize if a holomorphic vector field on a complex manifold is complete"

**Abstract: **"A vector field X on a complex manifold M is said to be complete, if its flow is defined at any complex time. Thanks to their associated global flow, complete vector fields define geometric structures that are easier to study. In this talk, we will try to understand, how to detect complete vector fields on a complex manifold. More precisely: Given a non-compact complex manifold M and a vector field X over M, how can we decide whether or not X is a complete vector field on M?"

**Webinar on the 22nd of March, via Zoom through the following link:**

https://videoconf-colibri.zoom.us/j/99894427530?pwd=dk04Vy9keHQ0N0REa2lGSXh5cDNNZz09

**Password:** 220998