Baker's map
= Baker's map
{wiki=Baker's_map}
Baker's map is a well-known example in the field of dynamical systems and chaos theory. It's a simple yet instructive model that demonstrates how a chaotic system can arise from a relatively straightforward set of rules. The map is particularly interesting because it exhibits the features of chaotic behavior and mixing. \#\#\# Definition The Baker's map is defined on a unit square \\( \[0,1\] \\times \[0,1\] \\).