Gingerbreadman map

From Wikipedia, the free encyclopedia

 Gingerbreadman map for subset R2,[ − 8..13, − 8..13]: the color of each point is related to the relative orbit period. To view the gingerbread man, you must rotate the image 135g clockwise.
Gingerbreadman map for subset R2,[ − 8..13, − 8..13]: the color of each point is related to the relative orbit period. To view the gingerbread man, you must rotate the image 135g clockwise.

In dynamical systems theory, the Gingerbreadman map is a chaotic 2D map. It is given by the transformation:

\begin{cases} x' = 1 - y + |x|\\ y' = x  \end{cases}


[edit] See also

Image:Mathapplied-stub_ico.png This applied mathematics-related article is a stub. You can help Wikipedia by expanding it.