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OALib Journal期刊
ISSN: 2333-9721
费用：99美元
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一些非光滑\,Li\'{e}nard\,系统的小扰动极限环
, PP. 47-53
Keywords: Li\'{e}nard系统,焦点量,环性数
Abstract:
根据韩茂安等所得到的计算非光滑\,Li\'{e}nard\,系统的焦点量的方法,应用\,maple\,程序,给出一些较一般的非光滑\,Li\'{e}nard\,系统从原点处分支出的极限环数目.
| [1] | {1}
|
| [2] | HAN M A, LIU X. Hopf bifurcation for non-smooth
|
| [3] | Li\''{e}nard systems[J]. Int J Bifurcation and Chaos, 2009, 19(7):
|
| [4] | 01-2415.
|
| [5] | {2}
|
| [6] | non-smooth Lienard systems[J]. Journal of East China Normal
|
| [7] | TIAN Y, HAN M A. Hopf bifurcation for two types of Liénard
|
| [8] | systems[J]. J Diff Eqs, 2011, 251: 834-859.
|
| [9] | {3}
|
| [10] | YANG L, LIU X, XING Y P. Study of limit cycles for some
|
| [11] | University (Natural Science). 2011, (3): 44-53.
|
| [12] | {4}
|
| [13] | COLL B, GASULL A, PROHENS R. Limit cycles for non smooth
|
| [14] | differential equations via schwarzian derivative[J]. J Diff Eqs,
|
| [15] | 96, 132: 203-221.
|
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