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Author ID: li.genquan Recent zbMATH articles by "Li, Genquan"
Published as: Li, Genquan; Li, Gen-Quan
Documents Indexed: 35 Publications since 1988
Co-Authors: 5 Co-Authors with 3 Joint Publications
92 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

13 Publication has been cited 55 times in 1 Document Cited by Year
Large strain analysis of rubber-like materials based on a perturbed Lagrangian variational principle. Zbl 0850.73281
Chang, T. Y. P.; Saleeb, A. F.; Li, G.
20
1991
Multi-dimensional classification with Bayesian networks. Zbl 1226.68078
Bielza, C.; Li, G.; Larrañaga, P.
15
2011
A structural method for hamiltonian graphs. Zbl 0833.05057
Li, G.; Wei, B.; Gao, T.
6
1995
Long-term dynamic modeling of tethered spacecraft using nodal position finite element method and symplectic integration. Zbl 1331.70067
Li, G. Q.; Zhu, Z. H.
3
2015
A multilevel component mode synthesis approach for the calculation of the phonon density of states of nanocomposite structures. Zbl 1310.74003
Li, G.
2
2008
Finite beam elements based on Legendre polynomial expansions and node-dependent kinematics for the global-local analysis of composite structures. Zbl 1406.74635
Li, G.; de Miguel, A. G.; Pagani, A.; Zappino, Enrico; Carrera, E.
2
2019
Fuzzy variational principle and its applications. Zbl 1027.74043
Yang, L. F.; Li, Q. S.; Leung, A. Y. T.; Zhao, Y. L.; Li, G. Q.
1
2002
Hyper-operators for noncommutative calculus in quantum physics. Zbl 1075.81037
Li, Genquan; Wu, Zhaoyan
1
2005
Fuzzy looperless tension control for hot strip rolling. Zbl 1175.93126
Li, G.; Janabi-Sharifi, F.
1
2009
Exact solutions for longitudinal vibration of rods coupled by translational springs. Zbl 1030.74023
Li, Q. S.; Li, G. Q.; Liu, D. K.
1
2000
The quintic finite element and finite strip with generalized degrees of freedom in structural analysis. Zbl 1049.74049
Li, Q. S.; Yang, L. F.; Ou, X. D.; Li, G. Q.; Liu, D. K.
1
2001
Layerwise mixed elements with node-dependent kinematics for global-local stress analysis of multilayered plates using high-order Legendre expansions. Zbl 1441.74265
Moleiro, F.; Carrera, E.; Zappino, E.; Li, G.; Cinefra, M.
1
2020
A multiscale component mode synthesis approach for dynamic analysis of nanostructures. Zbl 1352.74222
Lan, J.; Li, G.
1
2012
Layerwise mixed elements with node-dependent kinematics for global-local stress analysis of multilayered plates using high-order Legendre expansions. Zbl 1441.74265
Moleiro, F.; Carrera, E.; Zappino, E.; Li, G.; Cinefra, M.
1
2020
Finite beam elements based on Legendre polynomial expansions and node-dependent kinematics for the global-local analysis of composite structures. Zbl 1406.74635
Li, G.; de Miguel, A. G.; Pagani, A.; Zappino, Enrico; Carrera, E.
2
2019
Long-term dynamic modeling of tethered spacecraft using nodal position finite element method and symplectic integration. Zbl 1331.70067
Li, G. Q.; Zhu, Z. H.
3
2015
A multiscale component mode synthesis approach for dynamic analysis of nanostructures. Zbl 1352.74222
Lan, J.; Li, G.
1
2012
Multi-dimensional classification with Bayesian networks. Zbl 1226.68078
Bielza, C.; Li, G.; Larrañaga, P.
15
2011
Fuzzy looperless tension control for hot strip rolling. Zbl 1175.93126
Li, G.; Janabi-Sharifi, F.
1
2009
A multilevel component mode synthesis approach for the calculation of the phonon density of states of nanocomposite structures. Zbl 1310.74003
Li, G.
2
2008
Hyper-operators for noncommutative calculus in quantum physics. Zbl 1075.81037
Li, Genquan; Wu, Zhaoyan
1
2005
Fuzzy variational principle and its applications. Zbl 1027.74043
Yang, L. F.; Li, Q. S.; Leung, A. Y. T.; Zhao, Y. L.; Li, G. Q.
1
2002
The quintic finite element and finite strip with generalized degrees of freedom in structural analysis. Zbl 1049.74049
Li, Q. S.; Yang, L. F.; Ou, X. D.; Li, G. Q.; Liu, D. K.
1
2001
Exact solutions for longitudinal vibration of rods coupled by translational springs. Zbl 1030.74023
Li, Q. S.; Li, G. Q.; Liu, D. K.
1
2000
A structural method for hamiltonian graphs. Zbl 0833.05057
Li, G.; Wei, B.; Gao, T.
6
1995
Large strain analysis of rubber-like materials based on a perturbed Lagrangian variational principle. Zbl 0850.73281
Chang, T. Y. P.; Saleeb, A. F.; Li, G.
20
1991

Citations by Year