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Copy file name to clipboardExpand all lines: docs/src/tutorials/bifurcation_diagram_computation.md
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Here, the value of `x` in the steady state does not change, however, at `μ=0` a Hopf bifurcation occur and the steady state turn unstable.
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We compute the branch of periodic orbits which is nearby the Hopf Bifurcation. We thus provide the branch `bf.γ`, the index of the Hopf point we want to branch from: 2 in this case and a method `PeriodicOrbitOCollProblem(20, 5)` to compute periodic orbits.
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We compute the branch of periodic orbits which is nearby the Hopf Bifurcation. We thus provide the branch `bf.γ`, the index of the Hopf point we want to branch from: 2 in this case and a method `Collocation(20, 5)` to compute periodic orbits.
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