MATH AMSUD project: GS&MS 21-MATH-06 – 2021 & 2022


Abstract: This project proposes to advance in the research of several topics within the areas of differential and algebraic geometry and topology. The main objectives are (i) to understand special geometric structures on Riemannian manifolds, through their interplay with geometric flows and with complex algebraic geometry; and (ii) to focus on classical problems in algebraic geometry having moduli spaces as background. This proposal has both theoretical and example-oriented objectives, with, on the one hand, qualitative results and, on the other, the construction of explicit geometric structures.

Global coordinator: Viviana del Barco (delbarc at unicamp.br)

Local coordinators:

Participants:


Activities 2021: Due to the mobility restrictions, our project has been launched on-line in the format of a Working Seminar


Activities 2022:


Expected member mobilities 2021: See table (The originally expected mobilities have been subject to modifications due to the pandemic)


Expected member mobilities 2022: See table


Full description of the project

Acceptance letter


Final report approval


Important information / Formal documents: