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Author ID: tang.qinggan Recent zbMATH articles by "Tang, Qinggan"
Published as: Tang, Qinggan
Documents Indexed: 21 Publications since 1996, including 1 Book
Co-Authors: 14 Co-Authors with 10 Joint Publications
562 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

11 Publications have been cited 16 times in 16 Documents Cited by Year
Stable nucleation for the Ginzburg-Landau system with an applied magnetic field. Zbl 0922.35157
Bauman, P.; Phillips, D.; Tang, Q.
44
1998
An integral equation describing an asexual population in a changing environment. Zbl 1021.45010
Tang, Q.; Waxman, D.
22
2003
Mean-field modeling approach for understanding epidemic dynamics in interconnected networks. Zbl 1354.05126
Zhu, Guanghu; Fu, Xinchu; Tang, Qinggan; Li, Kezan
8
2015
Entropy-based closure for probabilistic learning on manifolds. Zbl 1459.62239
Soize, C.; Ghanem, R.; Safta, C.; Huan, X.; Vane, Z. P.; Oefelein, J.; Lacaze, G.; Najm, H. N.; Tang, Q.; Chen, X.
8
2019
Multi-environment probability density function method for modelling turbulent combustion using realistic chemical kinetics. Zbl 1180.80065
Tang, Q.; Zhao, W.; Bockelie, M.; Fox, R. O.
6
2007
Ginzburg-Landau phase transition theory and superconductivity. Zbl 1115.82040
Hoffmann, K.-H.; Tang, Q.
6
2001
Oscillation of difference equations with several delays. Zbl 0901.39003
Tang, Qinggan; Deng, Yuanbei
5
1998
Singular point quantities and bifurcations of limit cycles for a class of quintic polynomial systems. Zbl 1105.34308
Huang, Wentao; Liu, Yirong; Tang, Qinggan
3
2005
Mathematical analysis of a model describing evolution of an asexual population in a changing environment. Zbl 1030.92020
Broom, M.; Tang, Q.; Waxman, D.
3
2003
Evolution in a changing environment: existence of solutions. Zbl 1071.45008
Rybka, P.; Tang, Q.; Waxman, D.
2
2003
Mathematical analysis of an integral equation arising from population dynamics. Zbl 1134.92029
Kay, D. A.; Sagheer, M.; Tang, Q.
1
2007
Entropy-based closure for probabilistic learning on manifolds. Zbl 1459.62239
Soize, C.; Ghanem, R.; Safta, C.; Huan, X.; Vane, Z. P.; Oefelein, J.; Lacaze, G.; Najm, H. N.; Tang, Q.; Chen, X.
8
2019
Mean-field modeling approach for understanding epidemic dynamics in interconnected networks. Zbl 1354.05126
Zhu, Guanghu; Fu, Xinchu; Tang, Qinggan; Li, Kezan
8
2015
Multi-environment probability density function method for modelling turbulent combustion using realistic chemical kinetics. Zbl 1180.80065
Tang, Q.; Zhao, W.; Bockelie, M.; Fox, R. O.
6
2007
Mathematical analysis of an integral equation arising from population dynamics. Zbl 1134.92029
Kay, D. A.; Sagheer, M.; Tang, Q.
1
2007
Singular point quantities and bifurcations of limit cycles for a class of quintic polynomial systems. Zbl 1105.34308
Huang, Wentao; Liu, Yirong; Tang, Qinggan
3
2005
An integral equation describing an asexual population in a changing environment. Zbl 1021.45010
Tang, Q.; Waxman, D.
22
2003
Mathematical analysis of a model describing evolution of an asexual population in a changing environment. Zbl 1030.92020
Broom, M.; Tang, Q.; Waxman, D.
3
2003
Evolution in a changing environment: existence of solutions. Zbl 1071.45008
Rybka, P.; Tang, Q.; Waxman, D.
2
2003
Ginzburg-Landau phase transition theory and superconductivity. Zbl 1115.82040
Hoffmann, K.-H.; Tang, Q.
6
2001
Stable nucleation for the Ginzburg-Landau system with an applied magnetic field. Zbl 0922.35157
Bauman, P.; Phillips, D.; Tang, Q.
44
1998
Oscillation of difference equations with several delays. Zbl 0901.39003
Tang, Qinggan; Deng, Yuanbei
5
1998

Citations by Year