The coupled map lattice model, a combination of
logistic maps that can synchronize, even when chaotic. |
Examples of synchronizing 10 coupled logistic maps with
s = 3.9, as the coupling constant varies from 0 to 1. |
Examples of synchronizing 10 coupled logistic maps with
s = 3.99, as the coupling constant varies from 0 to 1. |
Now we average the outputs of the logistic maps. |
To look for synchronization, first we examine the
IFS driven by averages of coupled logistic maps. |
The driven IFS experiments suggest that for c near the middle ranges, the
logistic maps synchronize. We investigate further using return
maps. |
Here is an application
to secure communication. |