Skip to main content
Extensions of Dynamic Programming, Machine Learning, Discrete Optimization
Extensions of Dynamic Programming, Machine Learning, Discrete Optimization
Main navigation
Home
People
All Profiles
Principal Investigators
Postdoctoral Fellows
Students
Alumni
Former Members
Events
All Events
Events Calendar
News
Teaching
Collaborators
Books
Contact Us
Besov spaces
Energy Conservation for Rough Euler Flows: from Onsager's Threshold to Mixed Space-Time Criteria
Stefanos Georgiadis, Postdoctoral Associate, New York University Abu Dhabi (NYUAD)
Oct 7, 16:00
-
17:00
B1 R3119
Euler equations
Kinetic models
Navier-Stokes
Besov spaces
This talk examines how solution regularity governs energy conservation and anomalous dissipation in the incompressible Euler equations, from Onsager’s conjecture and Besov spaces to inviscid limits of Navier–Stokes solutions.