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Feng, Kai

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Author ID: feng.kai Recent zbMATH articles by "Feng, Kai"
Published as: Feng, Kai; Feng, K.
Documents Indexed: 20 Publications since 1994

Publications by Year

Citations contained in zbMATH Open

13 Publications have been cited 80 times in 28 Documents Cited by Year
Parameter optimization in iterative learning control. Zbl 1064.93014
Owens, D. H.; Feng, K.
16
2003
Basis functions and parameter optimisation in high-order iterative learning control. Zbl 1103.93050
Hätönen, J.; Owens, D. H.; Feng, K.
16
2006
Fault tolerance in \(k\)-ary \(n\)-cube networks. Zbl 1252.68044
Wang, Shiying; Zhang, Guozhen; Feng, Kai
11
2012
Strong matching preclusion for \(k\)-ary \(n\)-cubes. Zbl 1287.05122
Wang, Shiying; Feng, Kai; Zhang, Guozhen
11
2013
Fault tolerance in the arrangement graphs. Zbl 1358.68046
Wang, Shiying; Feng, Kai
7
2014
Strong matching preclusion for torus networks. Zbl 1358.68028
Wang, Shiying; Feng, Kai
4
2014
Link failure tolerance in the arrangement graphs. Zbl 1322.68025
Feng, Kai; Wang, Shiying; Zhang, Guozhen
4
2015
Strong matching preclusion for two-dimensional torus networks. Zbl 1329.68189
Feng, Kai; Wang, Shiying
3
2015
Flapwise vibration analysis of rotating composite laminated Timoshenko microbeams with geometric imperfection based on a re-modified couple stress theory and isogeometric analysis. Zbl 07068143
Chen, Dejin; Feng, Kai; Zheng, Shijie
3
2019
Analysis of the time series generated by a new high-dimensional discrete chaotic system. Zbl 1405.37040
Wang, Chuanfu; Fan, Chunlei; Feng, Kai; Huang, Xin; Ding, Qun
2
2018
Collective buckling of nonuniform nanobeams interacting through an elastic substrate. Zbl 1268.74024
Li, Z.; Feng, K.; Yang, J. S.; Tan, L.; Lin, H.
1
2010
A modified ARTMAP network, with applications to scheduling of a robot-vision-tracking system. Zbl 0850.93552
Feng, K.; Hoberock, L. L.
1
1996
Embedding long cycles in faulty \(k\)-ary \(2\)-cubes. Zbl 1238.68031
Wang, Shiying; Feng, Kai; Zhang, Shurong; Li, Jing
1
2012
Flapwise vibration analysis of rotating composite laminated Timoshenko microbeams with geometric imperfection based on a re-modified couple stress theory and isogeometric analysis. Zbl 07068143
Chen, Dejin; Feng, Kai; Zheng, Shijie
3
2019
Analysis of the time series generated by a new high-dimensional discrete chaotic system. Zbl 1405.37040
Wang, Chuanfu; Fan, Chunlei; Feng, Kai; Huang, Xin; Ding, Qun
2
2018
Link failure tolerance in the arrangement graphs. Zbl 1322.68025
Feng, Kai; Wang, Shiying; Zhang, Guozhen
4
2015
Strong matching preclusion for two-dimensional torus networks. Zbl 1329.68189
Feng, Kai; Wang, Shiying
3
2015
Fault tolerance in the arrangement graphs. Zbl 1358.68046
Wang, Shiying; Feng, Kai
7
2014
Strong matching preclusion for torus networks. Zbl 1358.68028
Wang, Shiying; Feng, Kai
4
2014
Strong matching preclusion for \(k\)-ary \(n\)-cubes. Zbl 1287.05122
Wang, Shiying; Feng, Kai; Zhang, Guozhen
11
2013
Fault tolerance in \(k\)-ary \(n\)-cube networks. Zbl 1252.68044
Wang, Shiying; Zhang, Guozhen; Feng, Kai
11
2012
Embedding long cycles in faulty \(k\)-ary \(2\)-cubes. Zbl 1238.68031
Wang, Shiying; Feng, Kai; Zhang, Shurong; Li, Jing
1
2012
Collective buckling of nonuniform nanobeams interacting through an elastic substrate. Zbl 1268.74024
Li, Z.; Feng, K.; Yang, J. S.; Tan, L.; Lin, H.
1
2010
Basis functions and parameter optimisation in high-order iterative learning control. Zbl 1103.93050
Hätönen, J.; Owens, D. H.; Feng, K.
16
2006
Parameter optimization in iterative learning control. Zbl 1064.93014
Owens, D. H.; Feng, K.
16
2003
A modified ARTMAP network, with applications to scheduling of a robot-vision-tracking system. Zbl 0850.93552
Feng, K.; Hoberock, L. L.
1
1996

Citations by Year