Category:Hopf Bifurcations
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This category contains results about Hopf Bifurcations.
Definitions specific to this category can be found in Definitions/Hopf Bifurcations.
A Hopf bifurcation is a bifurcation in which a family of flows $\map {x_\lambda} t$, indexed by a real bifurcation parameter $\lambda$, has an attractor consisting of:
- a fixed point replaced by a circle
- a repelling fixed point for a small change in the index.
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