The range of the double fibration transform
Michael Eastwood (University of Adelaide)
Abstract: On and off, for the past 20 years or so, Joe Wolf and I had been working on this transform. The input is the Dolbeault cohomology of certain homogeneous vector bundles and the output is solutions of certain invariant systems of partial differential equations. Perhaps we had bitten off more than we could chew. Some cases are straightforward. Others are unreasonably awkward. I’ll talk about our long draft article, especially its motivation and what still needs to be done.
differential geometrygeometric topologymetric geometry
Audience: researchers in the topic
Virtual seminar on geometry with symmetries
Series comments: Description: Research seminar in Lie group actions in Differential geometry.
The seminar meets every other Wednesday. To accommodate most time zones, the time rotates. The Zoom link is sent to the mailing list around 24 hours before each talk. To subscribe to the mailing list, fill the following form: docs.google.com/forms/d/e/1FAIpQLSdKrJ-nivgjr7ZVJmIY0qkN-VbzTl5NHHNyg6nNsCqjhB-4WA/viewform?usp=sf_link.
| Organizers: | Fernando Galaz-García*, Carolyn Gordon, Ramiro Lafuente*, Emilio Lauret* |
| *contact for this listing |
