Search Results

• Recursive Identification of Wiener-Hammerstein Systems with Nonparametric Nonlinearity

  Xiao-Li Hu & Yue-Ping Jiang

  2018-02-10

  37062 4253 Pages:311-332

• Regularized Numerical Methods for the Nonlinear Schrödinger Equation with Singular Nonlinearity

  Weizhu Bao, Yue Feng, Ying Ma

  2023-06-12

  113364 218040 Pages:646-670

• Uniform Error Bound of an Exponential Wave Integrator for Long-Time Dynamics of the Nonlinear Schrödinger Equation with Wave Operator

  Yue Feng, Yichen Guo, Yongjun Yuan

  2023-10-23

  26938 2497 Pages:980-1003

• An A-$\phi$ Scheme for Type-II Superconductors

  Tao Chen, Tong Kang & Jun Li

  2021-07-02

  37948 3527 Pages:658-678

• An Energy Stable TFPM-Based Petrov-Galerkin Scheme for Solving the Allen-Cahn Equation

  Yueran Wang, Wenli Yang, Zhongyi Huang

  2025-11-14

  7457 129 Pages:427-456

• Asymptotic Behavior of Solutions for a Free Boundary Problem with a Monostable Nonlinearity

  Jingjing Cai, Siqi Liu, Li Xu

  2025-10-17

  4415 109 Pages:152-167

• Solving Diffusion Problems by a Random Feature Method

  Zijian Mei, Hui Xie, Heng Yong, Zhouwang Yang, Jingrun Chen

  2025-06-06

  5521 518 Pages:439-463

• Approximation Analysis of Convolutional Neural Networks

  Chenglong Bao, Qianxiao Li, Zuowei Shen, Cheng Tai, Lei Wu, Xueshuang Xiang

  2023-06-12

  38464 3401 Pages:524-549 Open-access

• Dispersion-Managed Lump Waves in a Spatial Symmetric KP Model

  Wen-Xiu Ma, Sumayah Batwa, Solomon Manukure

  2023-04-25

  30139 2880 Pages:246-256

• A Variational Iteration Method Involving Adomian Polynomials for a Strongly Nonlinear Boundary Value Problem

  Shih-Hsiang Chang

  2019-01-07

  39917 4818 Pages:153-164

• Solution of a Nonlinear Eigenvalue Problem Using Signed Singular Values

  Kouhei Ooi, Yoshinori Mizuno, Tomohiro Sogabe, Yusaku Yamamoto & Shao-Liang Zhang

  2021-07-02

  45813 3571 Pages:799-809

• A Dispersive Numerical Model for the Formation of Undular Bores Generated by Tsunami Wave Fission

  I. Magdalena

  2021-07-02

  37004 3238 Pages:767-784