Geometry of Shock Formation and Maximal Development for Euler

Explore the intricate geometry of shock formation and maximal development for Euler equations in this comprehensive lecture by Steve Shkoller from the University of California Davis. Delivered as part of the Workshop on Geometry and Analysis of Fluid Flows with a Special Tribute to David Ebin in January 2023, this 69-minute talk delves into advanced mathematical concepts related to fluid dynamics. Gain insights into the complex interplay between geometry and analysis in the context of Euler equations, and discover how these principles apply to the formation of shocks and maximal development scenarios. Enhance your understanding of fluid mechanics and mathematical physics through this in-depth presentation from a leading expert in the field.