Lie algebroid extensions and action up to homotopy.
Brahic, Olivier
Lie algebroid extensions and action up to homotopy. - Rio de Janeiro: IMPA, 2017. - video online
Talk
The goal of this workshop is to gather researchers (mostly based in Brazil) with interests revolving around Poisson geometry and its applications including e.g. Lie algebroids (real/holomorphic) and groupoids, integrable systems, quantization, geometric mechanics. We plan to have a few lectures and plenty of time for informal discussions.
Matematica.
cs
Lie algebroid extensions and action up to homotopy. - Rio de Janeiro: IMPA, 2017. - video online
Talk
The goal of this workshop is to gather researchers (mostly based in Brazil) with interests revolving around Poisson geometry and its applications including e.g. Lie algebroids (real/holomorphic) and groupoids, integrable systems, quantization, geometric mechanics. We plan to have a few lectures and plenty of time for informal discussions.
Matematica.
cs