proposition 32.95 Intermittency: the scaling of the laminar phase

open in the book · parts/03-classical-mechanics/15-nonlinear-dynamics-chaos.tex:2920 · p. 1114

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proposition 32.95: Intermittency: the scaling of the laminar phase32.95definition 32.38: Poincaré section and return map32.38proposition 32.23: Saddle-node bifurcation32.23proof : ch:15-nonlinear-dynamics-chaos@proof-32proofcorollary 32.5: Trajectories do not cross32.5definition 32.3: Dynamical system, phase space, flow32.3definition 32.91: The circle map32.91example 32.70: The Hénon map32.70proposition 32.93: The circle map loses invertibility at K=132.93proposition 32.39: Stability of a periodic orbit32.39definition 32.22: Bifurcation32.22theorem 32.13: Linear stability32.13proof : ch:15-nonlinear-dynamics-chaos@proof-7proof

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typedirectionnode provenancewhere
cites Intermittent transition to turbulence in dissipative dynamical systems derived parts/03-classical-mechanics/15-nonlinear-dynamics-chaos.tex:2934
depends_on Poincaré section and return map declared parts/03-classical-mechanics/15-nonlinear-dynamics-chaos.tex:2935
depends_on Saddle-node bifurcation declared parts/03-classical-mechanics/15-nonlinear-dynamics-chaos.tex:2935
proves ch:15-nonlinear-dynamics-chaos@proof-32 declared parts/03-classical-mechanics/15-nonlinear-dynamics-chaos.tex:2938