Limit Cycles Bifurcating from a Family of Reversible Quadratic Centers via Averaging Theory

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Limit Cycles Bifurcating from a Family of Reversible Quadratic Centers via Averaging Theory

机译：通过平均理论限制从可逆二次中心家族分叉分叉的周期

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摘要

Consider the class of reversible quadratic systems

机译：考虑一类可逆二次系统

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《International journal of bifurcation and chaos in applied sciences and engineering 》 |2020年第4期| 共8页
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正文语种 eng
中图分类工业技术现状与发展 ;
关键词
Limit cycle; quadratic reversible center; averaging theory;

机译：限制周期;二次可逆中心;平均理论;

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专利

1. Limit Cycles Bifurcating from a Family of Reversible Quadratic Centers via Averaging Theory [J] . International journal of bifurcation and chaos in applied sciences and engineering . 2020 ,第4期

机译：通过平均理论限制从可逆二次中心家族分叉分叉的周期
2. Limit Cycles Bifurcating from a Quadratic Reversible Lotka-Volterra System with a Center and Three Saddles [J] . Kuilin WU, Haihua LIANG 数学年刊B辑（英文版） . 2014 ,第001期

机译：由具有中心和三个鞍座的二次可逆Lotka-Volterra系统分叉的极限环
3. BIFURCATION OF LIMIT CYCLES IN A FAMILY OF PIECEWISE SMOOTH SYSTEMS VIA AVERAGING THEORY [J] . SHANSHAN LIU, MAOAN HAN Discrete and continuous dynamical systems▼hSeries S . 2020 ,第11期

机译：平均理论分段平滑系统系列极限循环分叉
4. Bifurcation of limit cycles of a quadratic reversible system with perturbed terms [C] . Hong Xiao-Chun, Wang Lin, Hu Qingwan Natural Computation (ICNC), 2012 Eighth International Conference on . 2012

机译：具有扰动项的二次可逆系统极限环的分支。
5. AVERAGING AND BIFURCATION THEORY [D] . EL-SAMALOTY, MOHAB 1984

机译：平均和分叉理论
6. On the Shape of Limit Cycles That Bifurcate from Isochronous Center [O] . Guang Chen, Yuhai Wu -1

机译：从等时中心分叉的极限环的形状
7. Limit cycles bifurcated from a class of quadratic reversible center of genus one [O] . Liang Haihua, Zhao Yulin 2012

机译：从一类二次可逆中心分叉的极限环
8. Bifurcation of Limit Cycles in a Particular Class of Quadratic Systems with TwoCentres [R] . Vanhorssen, W. T., Kooij, R. E. 1992

机译：具有两个居中的特殊二次系统的极限环分支

Limit Cycles Bifurcating from a Family of Reversible Quadratic Centers via Averaging Theory

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