Journal of Hebei University(Natural Science Edition) >

2014 , Vol. 34 >Issue 4: 337 - 341

DOI: https://doi.org/10.3969/j.issn.1000-1565.2014.04.001

Equi-integral (φ)0-stability of impulsive differential system

  • WANG Peiguang ,
  • LIU Xiaojing
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Online published: 2014-07-25

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WANG Peiguang , LIU Xiaojing . Equi-integral (φ)0-stability of impulsive differential system[J]. Journal of Hebei University(Natural Science Edition), 2014 , 34(4) : 337 -341 . DOI: 10.3969/j.issn.1000-1565.2014.04.001

References

[1] LAKSHMIKANTHAM V, LEELA S. Differential and integral inequalities [M]. New York:New York Academic Press 1969.
[2] S. G. Hristova. Integral stability in terms of two measures for impulsive functional differential equations [J]. Mathematical and computer modelling 2010, 1/2(1/2).
[3] HRISTOVA S G. Integral stability in terms of two measures for impulsive differential equations with supremum [J]. Comm Appl Nonlinear Anal 2009, 16(03).
[4] 郭飞. 脉冲混合微分系统关于两侧度的稳定性分析 [D]. 济南:山东师范大学 2003.
[5] VRKOC I. Integral stability [J]. Czechoslovak Math 1959, 09(01).
[6] MARTYNYUK A A. On integral stability and Lipschitz stability of motion [J]. Ukrainian Math J 1997, 49(01).
[7] HRISTOVA S G, RUSSINOV I K. (φ)0-Integral stability in terms of two measures for differential equations [J]. Math Balkanica 2009, 23(1-2).
[8] 樊永艳, 张静. 脉冲交混合系统的积分(φ)0-稳定 [J]. 沧州师范学院学报 2013, 29(02).
[9] A. A. Soliman, M. H. Abdalla. Integral stability criteria of nonlinear differential systems [J]. Mathematical and computer modelling 2008, 1/2(1/2).
[10] 尤秉礼. 常微分方程补充教程 [M]. 北京:人民教育出版社 1981.
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