Dissipation and Mixing: From Turbulent Flows to Weak Solutions - Lecture 4

Explore the fourth lecture in a series on deterministic and stochastic analysis of Euler and Navier-Stokes equations, focusing on dissipation and mixing in turbulent flows and weak solutions. Delve into advanced topics in fluid mechanics, including Onsager's conjecture, energy conservation in weak solutions, and recent breakthroughs in the field. Gain insights from renowned researcher László Székelyhidi as he discusses cutting-edge techniques and results related to fluid flow equations. Suitable for PhD students, postdocs, and faculty members working on mathematical aspects of fluid dynamics, this 1-hour 20-minute lecture is part of a comprehensive program organized by the International Centre for Theoretical Sciences in Bengaluru, India.

Dissipation and Mixing: From Turbulent Flows to Weak Solutions (Lecture 4) by László Székelyhidi