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

Search

Advanced filters
Published After
Published Before

Search Results

##search.searchResults.foundPlural##
  • Global Stability of Critical Traveling Waves with Oscillations for Time-Delayed Reaction-Diffusion Equations

    Ming Mei, Kaijun Zhang, Qifeng Zhang
    2018-11-22
    33925 2915 Pages:375-397
  • Parameter-Uniform Convergence for a Finite Difference Method for a Singularly Perturbed Linear Reaction-Diffusion System with Discontinuous Source Terms

    M. paramasivam, J. J. H. Miller, S. Valarmathi
    2021-10-20
    34143 2551 Pages:385-399
  • Higher-Order Linearized Multistep Finite Difference Methods for Non-Fickian Delay Reaction-Diffusion Equations

    Q.-F. Zhang, M. Mei & C.-J. Zhang
    2016-01-08
    33010 4102 Pages:1-19
  • Interior Layers in a Reaction-Diffusion Equation with a Discontinuous Diffusion Coefficient

    C. de Falco & E. O'Riordan
    2010-07-01
    33698 2638 Pages:444-461
  • A Diffuse Domain Approximation with Transmission-Type Boundary Conditions I: Asymptotic Analysis and Numerics

    Toai Luong, Tadele Mengesha, Steven M. Wise, Ming Hei Wong
    2025-05-26
    7906 490 Pages:694-727
  • Solving Singularly Perturbed Reaction Diffusion Problems Using Wavelet Optimized Finite Difference and Cubic Spline Adaptive Wavelet Scheme

    Vivek Kumar
    2008-05-01
    31418 2491 Pages:270-285
  • Deep Surrogate Model for Learning Green’s Function Associated with Linear Reaction-Diffusion Operator

    Junqing Jia, Lili Ju, Xiaoping Zhang
    2024-10-08
    12989 1067 Pages:697-715
  • Second Order Uniform Approximations for the Solution of Time Dependent Singularly Perturbed Reaction-Diffusion Systems

    C. Clavero, J. L. Gracia & F. Lisbona
    2010-07-01
    32894 2538 Pages:428-443
  • On a Numerical Technique to Study Difference Schemes for Singularly Perturbed Parabolic Reaction-Diffusion Equations

    G. Shishkin, L. Shishkina, J. L. Gracia, C. Clavero
    2021-10-20
    34429 2510 Pages:412-426
  • $hp$-Version Interior Penalty Discontinuous Galerkin Finite Element Methods on Anisotropic Meshes

    Emmanuil H. Georgoulis
    2006-03-01
    31102 3826 Pages:52-79
  • A Diffuse Domain Approximation with Transmission-Type Boundary Conditions II: Gamma-Convergence

    Toai Luong, Tadele Mengesha, Steven M. Wise, Ming Hei Wong
    2025-05-26
    7805 488 Pages:728-744
  • Nonstandard Finite Difference Method for Nonlinear Riesz Space Fractional Reaction-Diffusion Equation

    Li Cai, Meifang Guo, Yiqiang Li, Wenjun Ying, Hao Gao, Xiaoyu Luo
    2019-08-09
    37885 2713 Pages:925-938
  • Effects of Basis Selection and H-Refinement on Error Estimator Reliability and Solution Efficiency for High-Order Methods in Three Space Dimensions

    Peter K. Moore
    2006-03-01
    31444 3862 Pages:21-51
  • Error Bounds on Semi-Discrete Finite Element Approximation of a Moving-Boundary System Arising in Concrete Corrosion

    Adrian Muntean
    2008-05-01
    31566 3421 Pages:353-372
  • Second Order Parameter-Uniform Convergence for a Finite Difference Method for a Singularly Perturbed Linear Parabolic System

    V. Franklin, M. Paramasivam, J.J.H. Miller & S. Valarmathi
    2018-08-15
    35678 4134 Pages:178-202
  • Convergence Analysis of Finite Element Solution of One-Dimensional Singularly Perturbed Differential Equations on Equidistributing Meshes

    Weizhang Huang
    2005-04-03
    32343 3754 Pages:57-74
1 - 16 of 16 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