activity
20002022
most citedThe well-posedness, blow-up and travelling waves for a two-component Fornberg-Whitham system

10 citations · 21 across the 11 of their papers we have counts for

collaborators

11 papers

math.AP2022

Global bifurcation structure and geometric properties for steady periodic water waves with vorticity

Guowei Dai, Yong Zhang

This paper studies the classical water wave problem with vorticity described by the Euler equations with a free surface under the influence of gravity over a flat bottom. Based on…

math.AP2022

The symmetry for two class of steady stratified periodic water waves

Fengquan Li, Fei Xu, Yong Zhang

In this paper, we mainly consider two class of travelling stratified periodic water waves, one with negative (or without) surface tension and the other with constant Bernoulli's fu…

math.AP2021

The singularities for a periodic transport equation

Yong Zhang, Fei Xu, Fengquan Li

In this paper, we consider a 1D periodic transport equation with nonlocal flux and fractional dissipation where $κ\g…

math.AP2021

Uniqueness and stability of steady-state solution with finite energy to the fractal Burgers equation

Fei Xu, Yong Zhang, Fengquan Li

The paper is concerned with the steady-state Burgers equation of fractional dissipation on the real line. We first prove the global existence of viscosity weak solutions to the fra…

math.AP2021★ 1 cited

Uniqueness and asymptotic stability of time-periodic solution for the fractal Burgers equation

Yong Zhang

The paper is concerned with the time-periodic (T-periodic) problem of the fractal Burgers equation with a T-periodic force on the real line. Based on the Galerkin approximates and…

math.AP2020

The existence and decay of solitary waves for the Fornberg-Whitham equation

Yong Zhang, Fei Xu, Fengquan Li

In this paper, we consider the Fornberg-Whitham equation and a family of solitary wave solutions is found by using minimization principle, where a related penalization function and…