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Mathematics

D-Index
46
Citations
7649
World Ranking
1375
National Ranking
72

Overview

Benny Y.C. Hon is a researcher affiliated with the City University of Hong Kong in China. Their work spans multiple fields including Engineering, Physics and Astronomy, and Mathematics. Their focus includes subfields such as Mechanics of Materials, Statistical and Nonlinear Physics, Civil and Structural Engineering, Numerical Analysis, and Computational Mechanics.

The scientist's research emphasizes topics like numerical methods in engineering, fluid dynamics simulations and interactions, model reduction and neural networks, numerical methods for differential equations, neural networks and applications, nonlinear waves and solitons, and fractional differential equations solutions.

Frequent coauthors collaborating with Benny Y.C. Hon include Min Lei, C.Z. Shi, Hui Zheng, P.H. Wen, and Amir Noorizadegan.

Publications by Benny Y.C. Hon have appeared predominantly in venues such as Engineering Analysis with Boundary Elements, Applied Mathematics and Computation, Mathematics and Computers in Simulation, Computers & Mathematics with Applications, and SSRN Electronic Journal.

Recent papers include:

  • The local radial basis function collocation method for elastic wave propagation analysis in 2D composite plate (2023, Engineering Analysis with Boundary Elements)
  • Power-enhanced residual network for function approximation and physics-informed inverse problems (2024, Applied Mathematics and Computation)
  • An improved finite integration method for nonlocal nonlinear Schrödinger equations (2022, Computers & Mathematics with Applications)
  • Fictitious finite integration method for solving high order partial differential equations (2023, Engineering Analysis with Boundary Elements)
  • An accurate and efficient numerical method for neural field models with transmission delays (2021, Engineering Analysis with Boundary Elements)

Best Publications

  • Circumventing the ill-conditioning problem with multiquadric radial basis functions: Applications to elliptic partial differential equations

    E.J. Kansa;Y.C. Hon

  • An efficient numerical scheme for Burgers' equation

    Y. C. Hon;X. Z. Mao

  • On unsymmetric collocation by radial basis functions

    Y. C. Hon;R. Schaback

  • Multiquadric Solution for Shallow Water Equations

    Yiu-Chung Hon;Kwok Fai Cheung;Xian-Zhong Mao;Edward J. Kansa

  • A fundamental solution method for inverse heat conduction problem

    Y.C. Hon;T. Wei;T. Wei

  • Method of fundamental solutions with regularization techniques for Cauchy problems of elliptic operators

    Ting Wei;Y.C. Hon;Leevan Ling

  • A series of travelling wave solutions for two variant Boussinesq equations in shallow water waves

    Enguiu Fan;Y.C. Hon

  • Multiquadric method for the numerical solution of a biphasic mixture model

    Y. C. Hon;M. W. Lu;W. M. Xue;Y. M. Zhu

  • An Improved Modified Extended tanh-Function Method

    Unknown

  • Identification of source locations in two-dimensional heat equations

    Leevan Ling;Masahiro Yamamoto;Y. C. Hon;Tomoya Takeuchi

  • Backus-Gilbert algorithm for the Cauchy problem of the Laplace equation

    Y C Hon;T Wei

  • Boundary knot method for 2D and 3D Helmholtz and convection-diffusion problems under complicated geometry

    Y. C. Hon;W. Chen;W. Chen

  • Numerical comparisons of two meshless methods using radial basis functions

    Jichun Li;Y.C. Hon;C.S. Chen

  • Numerical investigation on convergence of boundary knot method in the analysis of homogeneous Helmholtz, modified Helmholtz, and convection–diffusion problems

    W. Chen;Y.C. Hon

  • A quasi-radial basis functions method for American options pricing

    Y.C. Hon

  • An Adaptive Greedy Algorithm for Solving Large RBF Collocation Problems

    Y. C. Hon;Robert Schaback;X. Zhou

  • Domain decomposition for radial basis meshless methods

    Jichun Li;Y. C. Hon

  • Numerical Computation of a Cauchy Problem for Laplace's Equation

    J. Cheng;Y.C. Hon;T. Wei;M. Yamamoto

  • Overlapping domain decomposition method by radial basis functions

    X. Zhou;Y. C. Hon;Jichun Li

  • The method of fundamental solutions and quasi‐Monte‐Carlo method for diffusion equations

    C. S. Chen;M. A. Golberg;Y. C. Hon

  • Applications of extended tanh method to 'special' types of nonlinear equations

    Engui Fan;Y.C Hon

Frequent Co-Authors

Masahiro Yamamoto
Masahiro Yamamoto University of Tokyo
Ching-Shyang Chen
Ching-Shyang Chen University of Southern Mississippi
Robert Schaback
Robert Schaback University of Göttingen
Vladimir Sladek
Vladimir Sladek Slovak Academy of Sciences
Jichun Li
Jichun Li University of Nevada, Las Vegas
K.M. Liew
K.M. Liew City University of Hong Kong
Kwok Fai Cheung
Kwok Fai Cheung University of Hawaii at Manoa
Arthur F. T. Mak
Arthur F. T. Mak Chinese University of Hong Kong
Cecil Armstrong
Cecil Armstrong Queen's University Belfast
Victor Isakov
Victor Isakov Wichita State University

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