The authors improve the lower bound on limit cycles bifurcating from Hopf points in a 3D chaotic system by solving the center-focus problem on the center manifold and analyzing cyclicity and isochronicity.
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Cyclicity of centers on center manifolds in a 3D chaotic system with a four-wing attractor
The authors improve the lower bound on limit cycles bifurcating from Hopf points in a 3D chaotic system by solving the center-focus problem on the center manifold and analyzing cyclicity and isochronicity.