Yudovich Theory for Rough Path Perturbations of Euler's Equation - Lecture 4

Explore the Yudovich Theory for Rough path Perturbations of Euler's Equation in this fourth lecture by Torstein Nilssen. Delve into advanced concepts of fluid mechanics as part of the program on Deterministic and Stochastic Analysis of Euler and Navier-Stokes Equations. Gain insights into the mathematical aspects of fluid flow equations, including the Onsager conjecture, intermittent construction for Navier-Stokes equations, and stochastic convex integration methods. Designed for PhD students, postdocs, and faculty members working on fluid dynamics, this lecture contributes to a comprehensive exploration of recent groundbreaking techniques and seminal results in the field of fluid mechanics.

Yudovich Theory for Rough path Perturbations of Euler’s Equation (Lecture 4) by Torstein Nilssen