Zhen Lu

collaborators

2 papers

math.AP2026

Stability of $N$ -soliton solutions for the modified Camassa--Holm equation

Zhen Lu, Fei Tang, Shou-Fu Tian

In this work, we address the stability of $N$ -soliton solutions to the completely integrable modified Camassa--Holm (mCH) equation. Recently, Li, Liu, and Zhu (Math. Ann. 392 (2025…

math.AP2025

Stability of $n$ -soliton solutions for the Intermediate Long Wave equation

Zhen Lu, Shou-Fu Tian

In this work, we focus on the stability of $n$ -soliton solutions ( $n \in N, n \geq 1$ ) to the completely integrable intermediate long wave equation (ILW), which models long…

Stability of N-soliton solutions for the modified Camassa--Holm equation

Stability of n-soliton solutions for the Intermediate Long Wave equation

Stability of $N$ -soliton solutions for the modified Camassa--Holm equation

Stability of $n$ -soliton solutions for the Intermediate Long Wave equation