Say I have and ODE, and I want to classify its equilibrium points.
First one usually tries linear stability analysis. However if the Jacobian has at least one zero as an eigenvalue what are the next methods that one could try to use?
Say I have and ODE, and I want to classify its equilibrium points.
First one usually tries linear stability analysis. However if the Jacobian has at least one zero as an eigenvalue what are the next methods that one could try to use?
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