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Sheng Chen
Sheng Chen
Research Center for Mathematics, Advanced Institute of Natural Science, Beijing Normal University at
Verified email at bnu.edu.cn
Title
Cited by
Cited by
Year
Generalized Jacobi functions and their applications to fractional differential equations
S Chen, J Shen, LL Wang
Mathematics of Computation 85 (300), 1603-1638, 2016
2632016
Efficient and accurate spectral method using generalized Jacobi functions for solving Riesz fractional differential equations
Z Mao, S Chen, J Shen
Applied Numerical Mathematics 106, 165-181, 2016
982016
A spectrally accurate approximation to subdiffusion equations using the log orthogonal functions
S Chen, J Shen, Z Zhang, Z Zhou
SIAM Journal on Scientific Computing 42 (2), A849-A877, 2020
362020
Laguerre functions and their applications to tempered fractional differential equations on infinite intervals
S Chen, J Shen, LL Wang
Journal of Scientific Computing 74, 1286-1313, 2018
362018
An efficient and accurate numerical method for the spectral fractional Laplacian equation
S Chen, J Shen
Journal of Scientific Computing 82 (1), 17, 2020
222020
Enriched spectral methods and applications to problems with weakly singular solutions
S Chen, J Shen
Journal of Scientific Computing 77 (3), 1468-1489, 2018
212018
Log orthogonal functions: approximation properties and applications
S Chen, J Shen
IMA Journal of Numerical Analysis 42 (1), 712-743, 2022
182022
New spectral element method for Volterra integral equations with weakly singular kernel
C Zhang, Z Liu, S Chen, DY Tao
Journal of Computational and Applied Mathematics 404, 113902, 2022
42022
Log orthogonal functions in semi-infinite intervals: approximation results and applications
S Chen, J Shen
SIAM Journal on Numerical Analysis 61 (1), 110-134, 2023
32023
Efficient hermite spectral methods for space tempered fractional diffusion equations
T Cui, S Chen, Y Jiao
East Asian Journal on Applied Mathematics 11 (1), 43-62, 2021
22021
High-accuracy numerical approximations to several singularly perturbed problems and singular integral equations by enriched spectral Galerkin methods
S Chen
J. Math. Study 53 (2), 143-158, 2020
22020
An exponential convergence approximation to singularly perturbed problems by Log orthogonal functions
S Chen, Z Zhang
Calcolo 59 (3), 30, 2022
2022
Non-Isotropic Jacobi Spectral and Pseudospectral Methods in Three Dimensions
Y Jiao, S Chen, B Guo
J. Math. Study 48 (3), 222-249, 2015
2015
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