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G

Guofei Pang

Southeast University

16H-index
48Paper Count
1.3KCitation Count
Published Papers 14
Publication Date
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fPICRNNs: fractional physics-informed convolutional-recurrent neural networks for solving fractional order partial differential equations
errNeurocomputing
IF6.5
err2025-12-19
err0
PREAI
errYibin Xu; Yanqin Liu; Yong Zhang; Guofei Pang; HongGuang Sun
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Data-driven anomalous diffusion law for particles motion in Friedel’s salt via an improved deep physical symbolic regression
errConstruction and Building Materials
IF8
err2025-08-07
err0
PREAI
errShengjie Yan; Shun Gu; Yao Liu; Dongming An; Shengyun Xie; Guofei Pang; Ji Lin; Yingjie Liang
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errSave
Forward and inverse problem solvers for Reynolds-averaged Navier-Stokes equations with fractional Laplacian
errENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS
IF4.1
err2025-06-01
err0
PREAI
errDu, Rui; Zhou, Tongtong; Pang, Guofei
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errSave
A deep learning framework for solving forward and inverse problems of power-law fluids
errPHYSICS OF FLUIDS
IF4.3
err2023-09-22
err5
PREAI
errZhai, Ruizhi; Yin, Deshun; Pang, Guofei
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Pseudo-Likelihood Estimation for Parameters of Stochastic Time-Fractional Diffusion Equations
errFRACTAL AND FRACTIONAL
IF3.3
err2021-09-18
err1
errOAAI
errPang, Guofei; Cao, Wanrong
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nPINNs: Nonlocal physics-informed neural networks for a parametrized nonlocal universal Laplacian operator. Algorithms and applications
errJOURNAL OF COMPUTATIONAL PHYSICS
IF3.8
err2020-12-01
err119
errOAAI
errPang, G.; D'Elia, M.; Parks, M.; Karniadakis, G. E.
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errSave
What is the fractional Laplacian? A comparative review with new results
errJOURNAL OF COMPUTATIONAL PHYSICS
IF3.8
err2020-03-01
err305
errOAAI
errLischke, Anna; Pang, Guofei; Gulian, Mamikon; Song, Fangying; Glusa, Christian; Zheng, Xiaoning; Mao, Zhiping; Cai, Wei; Meerschaert, Mark M.; Ainsworth, Mark; Karniadakis, George Em
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fPINNs: FRACTIONAL PHYSICS-INFORMED NEURAL NETWORKS
errSIAM JOURNAL ON SCIENTIFIC COMPUTING
IF2.6
err2019-08-22
err572
errOAAI
errPang, Guofei; Lu, Lu; Karniadakis, George E. M.
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errSave
Neural-net-induced Gaussian process regression for function approximation and PDE solution
errJOURNAL OF COMPUTATIONAL PHYSICS
IF3.8
err2019-05-01
err44
errOAAI
errPang, Guofei; Yang, Liu; Karniadakis, George E. M.
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errSave
Discovering variable fractional orders of advection-dispersion equations from field data using multi-fidelity Bayesian optimization
errJOURNAL OF COMPUTATIONAL PHYSICS
IF3.8
err2017-11-01
err46
errOAAI
errPang, Guofei; Perdikaris, Paris; Cai, Wei; Karniadakis, George Em
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A fast semi-discrete Kansa method to solve the two-dimensional spatiotemporal fractional diffusion equation
errJOURNAL OF COMPUTATIONAL PHYSICS
IF3.8
err2017-09-01
err25
errOAAI
errSun, HongGuang; Liu, Xiaoting; Zhang, Yong; Pang, Guofei; Garrard, Rhiannon
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errSave
A new definition of fractional Laplacian with application to modeling three-dimensional nonlocal heat conduction
errJOURNAL OF COMPUTATIONAL PHYSICS
IF3.8
err2016-03-01
err53
PREAI
errChen, Wen; Pang, Guofei
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errSave
Space-fractional advection-dispersion equations by the Kansa method
errJOURNAL OF COMPUTATIONAL PHYSICS
IF3.8
err2015-07-01
err104
PREAI
errPang, Guofei; Chen, Wen; Fu, Zhuojia
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errSave
Symmetric singular boundary method for potential problems with mixed boundary conditions
errENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS
IF4.1
err2015-07-01
err4
PREAI
errPang, Guofei; Chen, Wen
errShare
errSave

Research Directions

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Co-authors
Cooperation Journals
G
George Em Karniadakis
H-index: 130 · Papers: 1.3K
M
Mark Ainsworth
H-index: 74 · Papers: 490
M
Mark M. Meerschaert
H-index: 69 · Papers: 316
W
Wen Chen
H-index: 58 · Papers: 444
P
Paris Perdikaris
H-index: 50 · Papers: 163
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