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Recent Mathematical Progress in Boundary Layer Problems

Organizer(s):
Name:	Affiliation:	Country:
Zhifei Zhang	Peking University	Peoples Rep of China
Nader Masmoudi	New York University Abu Dhabi	United Arab Emirates
Weiren Zhao	New York university Abu Dhabi	United Arab Emirates

Introduction:

This session provides a platform for mathematicians and researchers to present their latest theoretical contributions to the field of boundary layer problems. Boundary layers are a fundamental concept in fluid mechanics, heat transfer, and other areas, and understanding their mathematical underpinnings is of paramount importance. The session will encompass a range of topics related to mathematical theory in boundary layer problems and will provide an opportunity for participants to gain insights into the forefront of mathematical theory in boundary layer problems. It will promote the exchange of ideas, foster collaboration among mathematicians specializing in this field, and stimulate further research into the rigorous mathematical foundations of boundary layer phenomena.

All Abstracts

List of abstracts and speakers
Name	Affiliation	Title
Mohamed Ghattassi	New York University Abu Dhabi	Boundary Layer Analysis in Diffusive Limits of Radiative Heat Transfer System
Xianpeng Hu	The Hong Kong Polytechnic University	Incompressible limit of compressible systems in $\R^3$
Ning Liu	The Chinese Academy of Sciences	On the hydrostatic approximation of Navier-Stokes-Maxwell system with Gevrey data
Faiq Raees	New York University	On The Hydrostatic Approximation Of Navier-Stokes-Maxwell System With 2D Electronic Fields
Tak Kwong Wong	The University of Hong Kong	On the characterization, existence and uniqueness of steady solutions to the hydrostatic Euler equations in a nozzle
Di Wu	South China University of Technology	Mack modes in supersonic boundary layer
ZHU ZHANG	The Hong Kong Polytechnic University	Stability analysis of the subsonic boundary layers at the high Reynolds number