English: illustration of an example for dissipative baker's transformation. The used equations (map) are given by

${\displaystyle (x_{n+1},\ y_{n+1})={\begin{cases}(2x_{n},\ 0.3y_{n})&0\leq x_{n}\leq 0.5\\(2x_{n}-1,\ 0.3y_{n}+0.5)&0.5<x_{n}\leq 1\end{cases}}}$

where, x is the horizontal axis of this figure and y is the vertical axis. The figure shows 4 times iteration of above map on the unit square.