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math.AP2020
Waves of maximal height for a class of nonlocal equations with inhomogeneous symbols
Hung Le
In this paper, we consider a class of nonlocal equations where the convolution kernel is given by a Bessel potential symbol of order for . Based on the properties of the…
math.AP2018
On the existence and instability of solitary water waves with a finite dipole
Hung Le
This paper considers the existence and stability properties of two-dimensional solitary waves traversing an infinitely deep body of water. We assume that above the water is vacuum,…
math.AP2017★ 1 cited
Elliptic equations with transmission and Wentzell boundary conditions and an application to steady water waves in the presence of wind
Hung Le
In this paper, we present results about the existence and uniqueness of solutions of elliptic equations with transmission and Wentzell boundary conditions. We provide Schauder esti…