$\mathcal{H}$-Workshop
Constant mean curvature surfaces and related areas of submanifold theory represent a classical field of research that uses techniques from both Differential Geometry and Geometric Analysis. The aim of this H-workshop is to gather together some distinguished geometers to discuss some cutting-edge discoveries in this field, as well as to give PhD students the opportunity to present their works. This event has been conceived as part of the project constant mean curvature surfaces in homogeneous 3-manifolds, supported by MICIN/AEI grant PID2022-142559NB-I00.
Invited speakers
- José María Espinar (Universidad de Granada)
- Ildefonso Castro-Infantes (Universidad de Murcia)
- Jesús Castro-Infantes (Universidad Politécnica de Madrid)
- Andrea Del Prete (Universiad de Jaén)
- Benoît Daniel (Institut Élie Cartan, Lorraine)
- Jorge Hidalgo (Universidad de Granada)
- Stephen Lynch (King’s College London)
- Francisco Martín (Universidad de Granada)
- Pablo Mira (Universidad Politécnica de Cartagena)
- Magdalena Rodríguez (Universidad de Granada)
- Mariel Sáez (Pontificia Universidad Católica de Chile)
- José S. Santiago (Universidad de Jaén)
- Ben Sharp (University of Leeds)
- Joeri Van der Veken (KU Leuven)
- Tjasa Vrhovnik (Universidad de Granada)
You can find more information in the official webpage.