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• Numerical Solution of a One-Dimensional Nonlocal Helmholtz Equation by Perfectly Matched Layers

  Yu Du, Jiwei Zhang

  2022-03-23

  45431 2923 Pages:387-414

• Solving the Helmholtz Equation by Sparse Fundamental Solution Neural Network

  Zhiwen Wang, Minxin Chen, Jingrun Chen

  2025-10-22

  4056 297 Pages:845-880

• A Two-Step Method Based on Plane Wave for Nonhomogeneous Helmholtz Equations in Inhomogeneous Media

  Qiya Hu & Lin Zhao

  2018-09-17

  40884 2743 Pages:453-476

• Application of Adapted-Bubbles to the Helmholtz Equation with Large Wavenumbers in 2D

  Adem Kaya

  2023-01-13

  33776 3130 Pages:26-57

• A Source Transfer Domain Decomposition Method for Helmholtz Equations in Unbounded Domain Part II: Extensions

  Zhiming Chen & Xueshuang Xiang

  2013-06-01

  39482 3838 Pages:538-555

• A Fourth-Order Modified Method for the Cauchy Problem of the Modified Helmholtz Equation

  R. Shi, T. Wei & H. H. Qin

  2009-02-01

  40525 3495 Pages:326-340

• New Sixth-Order Compact Schemes for Poisson/Helmholtz Equations

  Kejia Pan, Kang Fu, Jin Li, Hongling Hu, Zhilin Li

  2023-04-10

  38083 2894 Pages:393-409

• Efficient Chebyshev Spectral Method for Solving Linear Elliptic PDEs Using Quasi-Inverse Technique

  Fei Liu, Xingde Ye & Xinghua Wang

  2011-04-01

  40105 3764 Pages:197-215

• A High-Order Kernel-Free Boundary Integral Method for Incompressible Flow Equations in Two Space Dimensions

  Yaning Xie, Wenjun Ying

  2020-03-16

  44144 2926 Pages:595-619

• Improved 3D Surface Reconstruction via the Method of Fundamental Solutions

  Hui Zheng, Feng Wang, C. S. Chen, M. Lei, Yong Wang

  2020-12-02

  53285 3074 Pages:973-985

• A Second-Order Method for the Electromagnetic Scattering from a Large Cavity

  Yingxi Wang, Kui Du & Weiwei Sun

  2008-01-01

  39567 3894 Pages:357-382

• Spectral Matrix Conditioning in Cylindrical and Spherical Elliptic Equations

  F. Auteri & L. Quartapelle

  2011-04-01

  40202 3790 Pages:113-141

• An Adaptive Uniaxial Perfectly Matched Layer Method for Time-Harmonic Scattering Problems

  Zhiming Chen & Xinming Wu

  2008-01-01

  38812 3569 Pages:113-137

• An Efficient and Accurate Spectral Method for Acoustic Scattering in Elliptic Domains

  Qirong Fang, Jie Shen & Li-Lian Wang

  2009-02-01

  41043 3773 Pages:258-274

• An Adaptive Physics-Informed Neural Network with Two-Stage Learning Strategy to Solve Partial Differential Equations

  Shuyan Shi, Ding Liu, Ruirui Ji, Yuchao Han

  2023-04-10

  39947 3094 Pages:298-322

• A Method for Solving the Inverse Scattering Problem for Shape and Impedance of Crack

  Ali Yang, Liantang Wang & Xiaohua Li

  2013-06-01

  39246 3670 Pages:343-352