Skip to Main Content

Boundary vorticity estimate for the Navier-Stokes equation and control of layer separation in the inviscid limit with Professor Alexis Vasseur

This is a past event.

Friday, November 4, 2022 at 3:00pm to 4:00pm

Virtual Event

Please join us at our weekly applied mathematics seminar featuring Professor Alexis Vasseur, University of Texas at Austin.

Abstract. We provide a new boundary estimate on the vorticity for the incompressible Navier-Stokes equation endowed with no-slip boundary condition. The estimate is rescalable through the inviscid limit. It provides a control on the layer separation at the inviscid Kato double limit, which is consistent with the Layer separation predictions via convex integration.

Dial-In Information

Join Zoom Meeting


Meeting ID: 930 5388 4755

Passcode: AAM2022


Event Type

Academics, Lectures & conferences


Students, Faculty & Staff



Department of Mathematics and Statistics


Add to Calendar
Google Calendar iCal Outlook

Recent Activity

Statement of Free Expression

FIU endorses the Florida Board of Governors' Statement of Free Expression to support and encourage full and open discourse and the robust exchange of ideas and perspectives on our campuses. In addition to supporting this legal right, we view this as an integral part of our ability to deliver a high-quality academic experience for our students, engage in meaningful and productive research, and provide valuable public service. This includes fostering civil and open dialogue in support of critical thinking in and out of the classroom, including events hosted by the university.