Explore the intricacies of Gibbs measures and the propagation of randomness in nonlinear dispersive partial differential equations in this 1-hour 14-minute webinar presented by Andrea R. Nahmod from the University of Massachusetts Amherst. Hosted by the Society for Industrial and Applied Mathematics on May 5, 2022, this online seminar serves as a platform for research dissemination during the COVID-19 pandemic. Gain insights into cutting-edge mathematical concepts, benefit from expert knowledge, and connect with the global mathematics community. Ideal for researchers, students, and professionals in isolated locations seeking to stay current with advancements in the analysis and methods of PDE.
Gibbs Measures and Propagation of Randomness in Nonlinear Dispersive PDE
Society for Industrial and Applied Mathematics via YouTube
Overview
Syllabus
Seminar In the Analysis and Methods of PDE (SIAM PDE): Andrea R. Nahmod
Taught by
Society for Industrial and Applied Mathematics
Related Courses
-
Propagation of Randomness Under the Flow of Nonlinear Dispersive Equations
-
Invariant Gibbs Measures for 2D NLS and 3D Cubic NLW
-
Determinants, Commuting Flows, and Recent Progress on Completely Integrable Systems
-
The Flow of Polynomial Roots Under Differentiation - SIAM PDE Seminar
-
Optimal Transport of Matrix-Valued Measures - SIAM PDE Seminar
-
How Do Waves Propagate Randomness in Nature and Mathematical Models
