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Qin, Hong

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Author ID: qin.hong.2 Recent zbMATH articles by "Qin, Hong"
Published as: Qin, H.; Qin, Hong
Documents Indexed: 43 Publications since 1989, including 1 Book

Publications by Year

Citations contained in zbMATH

18 Publications have been cited 65 times in 51 Documents Cited by Year
Volume-preserving algorithms for charged particle dynamics. Zbl 1351.82076
He, Yang; Sun, Yajuan; Liu, Jian; Qin, Hong
15
2015
A note on the connection between uniformity and generalized minimum aberration. Zbl 1125.62082
Qin, Hong; Ai, Mingyao
11
2007
Explicit \(K\)-symplectic algorithms for charged particle dynamics. Zbl 1372.78010
He, Yang; Zhou, Zhaoqi; Sun, Yajuan; Liu, Jian; Qin, Hong
7
2017
Connection between uniformity and orthogonality for symmetrical factorial designs. Zbl 1117.62076
Qin, Hong; Li, Dan
7
2006
Comment on “Symplectic integration of magnetic systems”: A proof that the Boris algorithm is not variational. Zbl 1349.37083
Ellison, C. L.; Burby, J. W.; Qin, H.
4
2015
Hamiltonian gyrokinetic Vlasov-Maxwell system. Zbl 1364.82053
Burby, J. W.; Brizard, A. J.; Morrison, P. J.; Qin, H.
3
2015
Uniform distributions in a class of convex polyhedrons with applications to drug combination studies. Zbl 1165.62042
Tian, Guo-Liang; Fang, Hong-Bin; Tan, Ming; Qin, Hong; Tang, Man-Lai
3
2009
Universal admissibility of linear estimates of regression coefficients in growth curve models. Zbl 0952.62545
Qin, Hong
3
1994
Characterization of generalized aberration of some designs in terms of their complementary designs. Zbl 1022.62065
Qin, Hong
2
2003
Universal admissibility of linear estimators in multivariate linear models with respect to a restricted parameter set. Zbl 0995.62003
Qin, Hong; Wu, Min; Peng, Junhao
2
2002
Energy-preserving algorithm for gyrocenter dynamics of charged particles. Zbl 1436.65209
Zhang, Ruili; Liu, Jian; Qin, Hong; Tang, Yifa
1
2019
Symplectic integrators with adaptive time step applied to runaway electron dynamics. Zbl 07089079
Shi, Yanyan; Sun, Yajuan; He, Yang; Qin, Hong; Liu, Jian
1
2019
Canonical symplectic structure and structure-preserving geometric algorithms for Schrödinger-Maxwell systems. Zbl 1380.81454
Chen, Qiang; Qin, Hong; Liu, Jian; Xiao, Jianyuan; Zhang, Ruili; He, Yang; Wang, Yulei
1
2017
Higher order volume-preserving schemes for charged particle dynamics. Zbl 1349.78032
He, Yang; Sun, Yajuan; Liu, Jian; Qin, Hong
1
2016
VEST: Abstract vector calculus simplification in Mathematica. Zbl 1344.15001
Squire, J.; Burby, J.; Qin, H.
1
2014
Some results for the existence of regular complex Hadamard matrices. Zbl 1100.05015
Xia, Mingyuan; Chen, Yingbao; Qin, Hong
1
2005
Some results on generalized minimum aberration for symmetrical fractional factorial designs. Zbl 1117.62486
Qin, Hong; Chen, Yin-Bao
1
2004
Symbolic vector analysis in plasma physics. Zbl 1074.76650
Qin, H.; Tang, W. M.; Rewoldt, G.
1
1999
Energy-preserving algorithm for gyrocenter dynamics of charged particles. Zbl 1436.65209
Zhang, Ruili; Liu, Jian; Qin, Hong; Tang, Yifa
1
2019
Symplectic integrators with adaptive time step applied to runaway electron dynamics. Zbl 07089079
Shi, Yanyan; Sun, Yajuan; He, Yang; Qin, Hong; Liu, Jian
1
2019
Explicit \(K\)-symplectic algorithms for charged particle dynamics. Zbl 1372.78010
He, Yang; Zhou, Zhaoqi; Sun, Yajuan; Liu, Jian; Qin, Hong
7
2017
Canonical symplectic structure and structure-preserving geometric algorithms for Schrödinger-Maxwell systems. Zbl 1380.81454
Chen, Qiang; Qin, Hong; Liu, Jian; Xiao, Jianyuan; Zhang, Ruili; He, Yang; Wang, Yulei
1
2017
Higher order volume-preserving schemes for charged particle dynamics. Zbl 1349.78032
He, Yang; Sun, Yajuan; Liu, Jian; Qin, Hong
1
2016
Volume-preserving algorithms for charged particle dynamics. Zbl 1351.82076
He, Yang; Sun, Yajuan; Liu, Jian; Qin, Hong
15
2015
Comment on “Symplectic integration of magnetic systems”: A proof that the Boris algorithm is not variational. Zbl 1349.37083
Ellison, C. L.; Burby, J. W.; Qin, H.
4
2015
Hamiltonian gyrokinetic Vlasov-Maxwell system. Zbl 1364.82053
Burby, J. W.; Brizard, A. J.; Morrison, P. J.; Qin, H.
3
2015
VEST: Abstract vector calculus simplification in Mathematica. Zbl 1344.15001
Squire, J.; Burby, J.; Qin, H.
1
2014
Uniform distributions in a class of convex polyhedrons with applications to drug combination studies. Zbl 1165.62042
Tian, Guo-Liang; Fang, Hong-Bin; Tan, Ming; Qin, Hong; Tang, Man-Lai
3
2009
A note on the connection between uniformity and generalized minimum aberration. Zbl 1125.62082
Qin, Hong; Ai, Mingyao
11
2007
Connection between uniformity and orthogonality for symmetrical factorial designs. Zbl 1117.62076
Qin, Hong; Li, Dan
7
2006
Some results for the existence of regular complex Hadamard matrices. Zbl 1100.05015
Xia, Mingyuan; Chen, Yingbao; Qin, Hong
1
2005
Some results on generalized minimum aberration for symmetrical fractional factorial designs. Zbl 1117.62486
Qin, Hong; Chen, Yin-Bao
1
2004
Characterization of generalized aberration of some designs in terms of their complementary designs. Zbl 1022.62065
Qin, Hong
2
2003
Universal admissibility of linear estimators in multivariate linear models with respect to a restricted parameter set. Zbl 0995.62003
Qin, Hong; Wu, Min; Peng, Junhao
2
2002
Symbolic vector analysis in plasma physics. Zbl 1074.76650
Qin, H.; Tang, W. M.; Rewoldt, G.
1
1999
Universal admissibility of linear estimates of regression coefficients in growth curve models. Zbl 0952.62545
Qin, Hong
3
1994

Citations by Year