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Hyper Stacks 1994 May
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Hyper Stacks (Pacific HiTech)(1994)[Mac].iso
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Hyperchaos
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hyper-chaos
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3_subharmonic cascade
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card_14982.txt
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1991-05-30
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675b
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19 lines
-- card: 14982 from stack: in
-- bmap block id: 15312
-- flags: 0000
-- background id: 2811
-- name:
-- part contents for background part 22
----- text -----
Further analysis gives (Schuster "Deterministic chaos"):
• the period-doubling cascade (on both sides of the
critical) follows a geometric scaling law,
where (the "feigenvalue")
• the amplitude of the new Fourier components after
any period-doubling bifurcation is typically a factor
smaller than the previously introduced
components
• the Lyapunov exponent of the "chaos" in the inverse
cascade behaves like