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Author ID: feng.qun Recent zbMATH articles by "Feng, Qun"
Published as: Feng, Qun
Documents Indexed: 12 Publications since 1991
Co-Authors: 4 Co-Authors with 3 Joint Publications
52 Co-Co-Authors

Citations contained in zbMATH Open

8 Publications have been cited 2 times in 2 Documents Cited by Year
A note on the scheduling with two families of jobs. Zbl 1123.90040
Yuan, J. J.; Shang, W. P.; Feng, Q.
44
2005
Modeling of the mean Poincaré map on a class of random impact oscillators. Zbl 1038.74590
Feng, Q.; He, H.
22
2003
A discrete model of a stochastic friction system. Zbl 1040.70013
Feng, Q.
7
2003
Deflection and stability of membrane structures under electrostatic and Casimir forces in microelectromechanical systems. Zbl 1138.74359
Wang, C.; Guo, W.; Feng, Q.
2
2005
Modeling and algorithm on a class of mechanical systems with unilateral constraints. Zbl 1161.74439
Feng, Q.; Tu, J.
2
2006
Integrating DEA into six sigma methodology for measuring health service efficiency. Zbl 1193.90151
Feng, Q.; Antony, J.
1
2010
Representation of filtration-consistent nonlinear expectation by \(g\)-expectation in general framework. Zbl 07532224
Shi, Xuejun; Ji, Ronglin; Feng, Qun
1
2021
Monotonic limit theorem for \({L^p}\)-semimartingales on general time horizon. Zbl 1438.60050
Shi, Xuejun; Feng, Qun; Tian, Dejian; Jiang, Long
1
2019
Representation of filtration-consistent nonlinear expectation by \(g\)-expectation in general framework. Zbl 07532224
Shi, Xuejun; Ji, Ronglin; Feng, Qun
1
2021
Monotonic limit theorem for \({L^p}\)-semimartingales on general time horizon. Zbl 1438.60050
Shi, Xuejun; Feng, Qun; Tian, Dejian; Jiang, Long
1
2019
Integrating DEA into six sigma methodology for measuring health service efficiency. Zbl 1193.90151
Feng, Q.; Antony, J.
1
2010
Modeling and algorithm on a class of mechanical systems with unilateral constraints. Zbl 1161.74439
Feng, Q.; Tu, J.
2
2006
A note on the scheduling with two families of jobs. Zbl 1123.90040
Yuan, J. J.; Shang, W. P.; Feng, Q.
44
2005
Deflection and stability of membrane structures under electrostatic and Casimir forces in microelectromechanical systems. Zbl 1138.74359
Wang, C.; Guo, W.; Feng, Q.
2
2005
Modeling of the mean Poincaré map on a class of random impact oscillators. Zbl 1038.74590
Feng, Q.; He, H.
22
2003
A discrete model of a stochastic friction system. Zbl 1040.70013
Feng, Q.
7
2003

Citations by Year