proposition 32.77 A flow has a zero exponent

open in the book · parts/03-classical-mechanics/15-nonlinear-dynamics-chaos.tex:2292 · p. 1107

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proposition 32.77: A flow has a zero exponent32.77definition 32.73: Lyapunov spectrum32.73equation 32.45: eq:chaos-variational32.45proof : ch:15-nonlinear-dynamics-chaos@proof-27proofproposition 32.86: The logistic map at r=4 is exactly solvable32.86proposition 32.76: The exponents sum to the mean divergence32.76theorem 32.74: Oseledets, quoted32.74

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typedirectionnode provenancewhere
depends_on Lyapunov spectrum declared parts/03-classical-mechanics/15-nonlinear-dynamics-chaos.tex:2297
depends_on eq:chaos-variational declared parts/03-classical-mechanics/15-nonlinear-dynamics-chaos.tex:2297
proves ch:15-nonlinear-dynamics-chaos@proof-27 declared parts/03-classical-mechanics/15-nonlinear-dynamics-chaos.tex:2300