Skip to main content Skip to main navigation menu Skip to site footer
  • Register
  • Login
  • Journals
  • Home
  • Editorial Board
  • Archives
  • Online First
  • Policies
    • Ethical Policies
    • The Use of Artificial Intelligence Policy
  • Guide for Authors
  • About
    • About the Journal
    • Contact Us
    • Order Journal
  • Register
  • Login
  1. Home /
  2. Search

Search

Advanced filters
Published After
Published Before

Search Results

##search.searchResults.foundPlural##
  • Galerkin Finite Element Approximation for Semilinear Stochastic Time-Tempered Fractional Wave Equations with Multiplicative Gaussian Noise and Additive Fractional Gaussian Noise

    Yajing Li, Yejuan Wang, Weihua Deng, Daxin Nie
    2023-01-21
    36178 2927 Pages:1063-1098
  • A Two-Step Method Based on Plane Wave for Nonhomogeneous Helmholtz Equations in Inhomogeneous Media

    Qiya Hu & Lin Zhao
    2018-09-17
    40982 2767 Pages:453-476
  • Numerical Solution of a One-Dimensional Nonlocal Helmholtz Equation by Perfectly Matched Layers

    Yu Du, Jiwei Zhang
    2022-03-23
    45534 2954 Pages:387-414
  • Mixed Spectral and Pseudospectral Methods for a Nonlinear Strongly Damped Wave Equation in an Exterior Domain

    Zhong-Qing Wang & Rong Zhang
    2011-04-01
    39116 3604 Pages:255-282
  • Convergence of Weak Galerkin Finite Element Method for Second Order Linear Wave Equation in Heterogeneous Media

    Bhupen Deka, Papri Roy, Naresh Kumar, Raman Kumar
    2023-04-10
    38183 2841 Pages:323-347
  • Hierarchical Absorbing Interface Conditions for Wave Propagation on Non-Uniform Meshes

    Shuyang Dai, Zhiyuan Sun, Fengru Wang, Jerry Zhijian Yang, Cheng Yuan
    2022-02-09
    43847 3647 Pages:251-278
  • Solving the Helmholtz Equation by Sparse Fundamental Solution Neural Network

    Zhiwen Wang, Minxin Chen, Jingrun Chen
    2025-10-22
    5700 418 Pages:845-880
  • A Fast Fully Discrete Mixed Finite Element Scheme for Fractional Viscoelastic Models of Wave Propagation

    Hao Yuan, Xiaoping Xie
    2025-12-17
    173 57 Pages:129-154
  • A Finite Difference Scheme for Blow-Up Solutions of Nonlinear Wave Equations

    Chien-Hong Cho
    2010-03-01
    42069 4051 Pages:475-498
  • A Continuous-Stage Modified Leap-Frog Scheme for High-Dimensional Semi-Linear Hamiltonian Wave Equations

    Bin Wang, Xinyuan Wu, Yonglei Fang
    2020-03-16
    44170 2710 Pages:814-844
  • A Posteriori Error Analysis of a $P_2$-CDG Space-Time Finite Element Method for the Wave Equation

    Yuling Guo, Jianguo Huang
    2022-07-19
    38924 2997 Pages:662-678
  • Efficient Simulation of Wave Propagation with Implicit Finite Difference Schemes

    Wensheng Zhang, Li Tong & Eric T. Chung
    2018-08-14
    39559 3765 Pages:205-228
  • Splitting ADI Scheme for Fractional Laplacian Wave Equations

    Tao Sun, Hai-Wei Sun
    2024-08-30
    17712 1439 Pages:697-726
  • Green Function Method for Quantum Transport Based on the Generalized Fourier Transform

    Haiyan Jiang, Xingming Gao, Yueguang Hu, Tiao Lu
    2023-08-29
    28838 2535 Pages:701-719
  • New Sixth-Order Compact Schemes for Poisson/Helmholtz Equations

    Kejia Pan, Kang Fu, Jin Li, Hongling Hu, Zhilin Li
    2023-04-10
    38194 2936 Pages:393-409
  • An Adaptive Uniaxial Perfectly Matched Layer Method for Time-Harmonic Scattering Problems

    Zhiming Chen & Xinming Wu
    2008-01-01
    38874 3648 Pages:113-137
  • A Conservative Formulation and a Numerical Algorithm for the Double-Gyre Nonlinear Shallow-Water Model

    Dongyang Kuang & Long Lee
    2015-08-01
    38775 2707 Pages:634-650
  • An Efficient Mapped WENO Scheme Using Approximate Constant Mapping

    Ruo Li, Wei Zhong
    2022-02-09
    44943 3712 Pages:1-41
1 - 18 of 18 items
Global Science Press
Follow Us
Useful Links
  • Publish with Us
  • Browse Journals
  • Open Access
  • Ethical Policy
  • Terms and Conditions
Resources
  • Publish with Us
  • Partner with Us
  • For Authors
  • For Institutions
  • For Librarians
  • For Agents
  • For Users
  • Editorial Process
About
  • About Global Science Press
  • Contact Us