Can I read Weak bi-center and critical period bifurcations of a $Z_2$-Equivariant quintic system on EtoBox?

Weak bi-center and critical period bifurcations of a $Z_2$-Equivariant quintic system by Wu, Yusen is a scholarly article available to read on EtoBox.

What is Weak bi-center and critical period bifurcations of a $Z_2$-Equivariant quintic system about?

With the help of computer algebra system-\textsc{Mathematica}, this paper considers the weak center problem and local critical periods for bi-center of a $Z_2$-Equivariant quintic system with eight parameters. The order of weak bi-center is identified and the exact maximum number of bifurcation of critical periods generated from the bi-center is given via the combination of symbolic calculation and numerical analysis.

Author

Wu, Yusen

Published

2020

Language

EN