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Mathematics

D-Index
43
Citations
5889
World Ranking
1731
National Ranking
99

Overview

Gang Bao is affiliated with Zhejiang University in China and has contributed extensively to the fields of engineering and physics. Their research spans multiple subfields including atomic and molecular physics, optics, electrical and electronic engineering, biomedical engineering, mechanics of materials, and mathematical physics.

Their work frequently addresses topics related to electromagnetic scattering and analysis, electromagnetic simulation and numerical methods, numerical methods in engineering, numerical methods in inverse problems, microwave imaging and scattering analysis, advanced mathematical modeling in engineering, and magnetic properties and applications.

Gang Bao has published in several consistent venues, with notable frequent publications in:

  • arXiv (Cornell University)
  • Journal of Computational Physics
  • SIAM Journal on Numerical Analysis
  • CSIAM Transactions on Applied Mathematics
  • SSRN Electronic Journal

Key recent papers authored or co-authored by Gang Bao include:

  • "Stability for the multifrequency inverse medium problem," 2020, Journal of Differential Equations
  • "An Adaptive Finite Element DtN Method for the Elastic Wave Scattering Problem in Three Dimensions," 2021, SIAM Journal on Numerical Analysis

Other relevant papers within their collaboration network include:

  • "Weak adversarial networks for high-dimensional partial differential equations," 2020, Journal of Computational Physics
  • "A high-frequency artificial nerve based on homogeneously integrated organic electrochemical transistors," 2025, Nature Electronics
  • "An Adaptive Finite Element DtN Method for the Open Cavity Scattering Problems," 2020, CSIAM Transactions on Applied Mathematics

Their frequent co-authors include Peijun Li, Xiaokai Yuan, Yaohua Zang, Faouzi Triki, and Xingguo Wang, reflecting collaborative engagements across multiple research activities.

Best Publications

  • Weak adversarial networks for high-dimensional partial differential equations

    Yaohua Zang;Gang Bao;Xiaojing Ye;Haomin Zhou

  • Mathematical studies in rigorous grating theory

    Gang Bao;David C. Dobson;J. Allen Cox

  • A Fast Algorithm for the Electromagnetic Scattering from a Large Cavity

    Gang Bao;Weiwei Sun

  • A multi-frequency inverse source problem

    Gang Bao;Gang Bao;Junshan Lin;Faouzi Triki

  • Inverse scattering problems with multi- frequencies

    Gang Bao;Peijun Li;Junshan Lin;Faouzi Triki

  • Finite element approximation of time harmonic waves in periodic structures

    Gang Bao

  • An Inverse Source Problem for Maxwell's Equations in Magnetoencephalography

    Gang Bao;Habib Ammari;John L. Fleming

  • Adaptive finite-element method for diffraction gratings

    Gang Bao;Zhiming Chen;Haijun Wu

  • An integral equation method for the electromagnetic scattering from cavities

    Habib Ammari;Gang Bao;Aihua W. Wood

  • Numerical solution of the Helmholtz equation with high wavenumbers

    Gang Bao;Gang Bao;G. W. Wei;G. W. Wei;Shan Zhao

  • Mathematical modeling in optical science

    Gang Bao;Lawrence Cowsar;Wen Masters

  • Analysis of the electromagnetic scattering from a cavity

    Habib Ammari;Gang Bao;Aihua W. Wood

  • Inverse Medium Scattering Problems for Electromagnetic Waves

    Gang Bao;Peijun Li

  • Numerical Solution of Inverse Problems by Weak Adversarial Networks

    Gang Bao;Xiaojing Ye;Yaohua Zang;Haomin Zhou

  • An adaptive edge element method with perfectly matched absorbing layers for wave scattering by biperiodic structures

    Gang Bao;Peijun Li;Haijun Wu

  • Inverse medium scattering for the Helmholtz equation at fixed frequency

    Gang Bao;Peijun Li

  • Numerical solution of an inverse diffraction grating problem from phaseless data

    Gang Bao;Peijun Li;Junliang Lv

  • A Recursive Algorithm for MultiFrequency Acoustic Inverse Source Problems

    Gang Bao;Shuai Lu;William Rundell;Boxi Xu

  • Convergence Analysis of the Perfectly Matched Layer Problems for Time-Harmonic Maxwell's Equations

    Gang Bao;Haijun Wu

  • An h-adaptive finite element solver for the calculations of the electronic structures

    Gang Bao;Guanghui Hu;Di Liu

  • Variational approximation of Maxwell's equations in biperiodic structures

    Gang Bao

Frequent Co-Authors

Habib Ammari
Habib Ammari ETH Zurich
William W. Symes
William W. Symes Rice University
Shan Zhao
Shan Zhao University of Alabama
Hongyu Liu
Hongyu Liu City University of Hong Kong
Weihong Tan
Weihong Tan Hunan University
Guo-Wei Wei
Guo-Wei Wei Michigan State University
Shui-Nee Chow
Shui-Nee Chow Georgia Institute of Technology
Todd A. Ehlers
Todd A. Ehlers University of Glasgow
Hongyuan Zha
Hongyuan Zha Chinese University of Hong Kong, Shenzhen
Jianliang Qian
Jianliang Qian Michigan State University

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