inverse scattering 1long-time asymptotics 1nonlinear steepest descent 1riemann-hilbert problem 1soliton solutions 1yajima-oykawa equation 1
From the 1 of 3 linked papers with an AI index.
3 papers
nlin.SI2026
Riemann-Hilbert problem and long-time asymptotics of the Yajima-Oikawa equation
Deng-Shan Wang, Yingmin Yang, Xiaodong Zhu
The paper develops a Riemann‑Hilbert framework for the Cauchy problem of the Yajima‑Oikawa equation, establishing direct and inverse scattering theory, constructing soliton solutio…
nlin.SI2025
Long-time behaviors of the two-component nonlinear Klein-Gordon equation: higher-order asymptotics
Deng-Shan Wang, Yingmin Yang, Liming Zang
This work investigates the long-time asymptotic behaviors of solutions to the initial value problem of the two-component nonlinear Klein-Gordon equation by inverse scattering trans…
math.NA2025
Fractional coupled Halanay inequality and its applications
La Van Thinh, Hoang The Tuan, Dongling Wang +1
This paper introduces a generalized fractional Halanay-type coupled inequality, which serves as a robust tool for characterizing the asymptotic stability of diverse time fractional…