Presented By: Special Events - Department of Mathematics
Ziwet Lecture I | Morrey's theory and direct methods of the calculus of variations
Wilfrid Gangbo (UCLA)
![Wilfrid Gangbo, UCLA Wilfrid Gangbo, UCLA](https://events.umich.edu/media/cache/event_large/media/attachments/2024/01/event_115812_original-1.jpeg)
In the middle of the last century, Charles Morrey introduced the notions of poly-convexity, rank-one-convexity and quasi-convexity functions, to study variational problems. While the first two notions are local conditions, the third one which turned out to be the most important one, is a non local and poorly understood notion. In this talk we comment on Morrey's conjecture and Iwaniec's conjecture on the Beurling-Ahlfors Transform.
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