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General Center Conditions And Bifurcation Of Limit Cycles For A Quasi-symmetric Seventh Degree System

机译:拟对称第七级系统的一般中心条件和极限环的分支

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摘要

In this paper, we study a class of quasi-symmetric seventh degree system. By making two appropriate transformations of system (3) and calculating general focal values carefully, we obtain the conditions that the infinity and the elementary focus (-1/2, 0) become centers at the same time. Moreover, 12 limit cycles including 6 small limit cycles from the elementary focus and 6 large limit cycles from the infinity can occur under a certain condition. What is worth mentioning is that similar conclusions are less and our work is new in terms of research about quasi-symmetric systems up till now.
机译:在本文中,我们研究了一类拟对称的七次系统。通过对系统(3)进行两次适当的转换并仔细计算总体焦点值,我们得到了无限远和基本焦点(-1/2,0)同时成为中心的条件。此外,在一定条件下可以发生12个极限循环,其中包括从基本聚焦开始的6个小极限循环和从无穷大开始的6个大极限循环。值得一提的是,到目前为止,关于准对称系统的研究还很少有类似的结论,而且我们的工作是新的。

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