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Computing center conditions for non-analytic vector fields with constant angular speed

机译:计算角速度恒定的非解析矢量场的中心条件

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A class of planar non-analytic systems whose angular speed is constant is investigated in this paper. Those systems could be changed into analytic systems by two transformations, and the recursive formulas to compute the Lyapunov constants are given. Futhermore, with the help of computer algebra system MATHEMATICA, a class of quasi-cubic systems and a class of quasi-quintic systems are investigated, conditions of uniform isochronous center are obtained.
机译:本文研究了一类角速度恒定的平面非解析系统。可以通过两次转换将这些系统更改为解析系统,并给出了计算Lyapunov常数的递归公式。此外,借助计算机代数系统MATHEMATICA,研究了一类拟三次系统和一类拟五次系统,获得了均匀等时中心的条件。

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