3 papers
math.AP2026
Global Well-posedness and Regularity of the Dynamical Prandtl Equation
Hao Jia, Zhen Lei, Cheng Yuan
In this paper, we study the dynamical Prandtl equation, which plays an important role in the study of the vanishing viscosity limit of the Navier--Stokes equations. Our focus is on…
math.AP2026
Refined asymptotics of the steady Navier Stokes equation around small Landau solutions
Hao Jia, Vladimír Šverák
In this paper we study the large distance asymptotics of small steady solutions of the 3d Navier Stokes equation in exterior domains. It was proved by Korolev and the second author…
math.AP2024
Sharp Asymptotic Stability of Blasius Profile in the Steady Prandtl Equation
Hao Jia, Zhen Lei, Cheng Yuan
This work presents an asymptotic stability result concerning the self-similar Blasius profiles of the stationary Prandtl boundary layer equation. Initially dem…