Gingerbreadman map

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Revision as of 15:02, 7 August 2022 by imported>Equinox (Created page with "==English== thumb|right|Gingerbreadman map for subset <math>Q^2, [-10..10,-10..10]</math>: the color of each point is related to the relative orbit period. ===Etymology=== From its shape, resembling a gingerbread man. ===Noun=== {{en-noun|head=Gingerbreadman map}} # {{lb|en|math}} In dynamical systems theory, a chaotic two-dimensional map given by the piecewise linear transformation <math> \begin{cases} x_{n+1} = 1...")

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English

Gingerbreadman map for subset $Q^{2}, [- 10 . . 10, - 10 . . 10]$ : the color of each point is related to the relative orbit period.

Etymology

From its shape, resembling a gingerbread man.

Noun

Template:En-noun

Template:Lb In dynamical systems theory, a chaotic two-dimensional map given by the piecewise linear transformation ${\begin{matrix} x_{n + 1} = 1 - y_{n} + | x_{n} | \\ y_{n + 1} = x_{n} \end{matrix}$ .

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