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Author ID: gui.wenyong Recent zbMATH articles by "Gui, Wenyong"
Published as: Gui, Wenyong
Documents Indexed: 8 Publications since 1986
Co-Authors: 3 Co-Authors with 3 Joint Publications
44 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

7 Publications have been cited 12 times in 12 Documents Cited by Year
The h, p and h-p versions of the finite element method in 1 dimension. I. The error analysis of the p-version. Zbl 0614.65088
Gui, W.; Babuška, I.
79
1986
The h, p and h-p versions of the finite element method in 1 dimension. III. The adaptive h-p version. Zbl 0614.65090
Gui, W.; Babuška, I.
70
1986
The h, p and h-p versions of the finite element method in 1 dimension. II. The error analysis of the h- and h-p versions. Zbl 0614.65089
Gui, W.; Babuška, I.
67
1986
Basic principles of feedback and adaptive approaches in the finite element method. Zbl 0572.65095
Babuška, Ivo; Gui, W.
12
1986
Fitting the Erlang mixture model to data via a GEM-CMM algorithm. Zbl 1503.62097
Gui, Wenyong; Huang, Rongtan; Lin, X. Sheldon
11
2018
Modelling and asset allocation for financial markets based on a stochastic volatility microstructure model. Zbl 1092.91019
Peng, H.; Tamura, Y.; Gui, W.; Ozaki, T.
4
2005
Fitting multivariate Erlang mixtures to data: a roughness penalty approach. Zbl 1459.62199
Gui, Wenyong; Huang, Rongtan; Lin, X. Sheldon
1
2021
Fitting multivariate Erlang mixtures to data: a roughness penalty approach. Zbl 1459.62199
Gui, Wenyong; Huang, Rongtan; Lin, X. Sheldon
1
2021
Fitting the Erlang mixture model to data via a GEM-CMM algorithm. Zbl 1503.62097
Gui, Wenyong; Huang, Rongtan; Lin, X. Sheldon
11
2018
Modelling and asset allocation for financial markets based on a stochastic volatility microstructure model. Zbl 1092.91019
Peng, H.; Tamura, Y.; Gui, W.; Ozaki, T.
4
2005
The h, p and h-p versions of the finite element method in 1 dimension. I. The error analysis of the p-version. Zbl 0614.65088
Gui, W.; Babuška, I.
79
1986
The h, p and h-p versions of the finite element method in 1 dimension. III. The adaptive h-p version. Zbl 0614.65090
Gui, W.; Babuška, I.
70
1986
The h, p and h-p versions of the finite element method in 1 dimension. II. The error analysis of the h- and h-p versions. Zbl 0614.65089
Gui, W.; Babuška, I.
67
1986
Basic principles of feedback and adaptive approaches in the finite element method. Zbl 0572.65095
Babuška, Ivo; Gui, W.
12
1986

Citations by Year