Cyclic Driven IFS
2-Cycle Addresses
Addresses The limiting points in the
last example have addresses (12)infinity
and (21)infinity. To see
this, recall the relation between the address and the order in which the transformations
are applied. The sequence 121212... gives points in regions with addresses
| 1
|
| 21
|
| 121
|
| 2121
|
| 12121
|
| 212121
|
| and so on.
|
|
|
| Click the picture for an animation
|
|
Alternate entries in the sequence are
| 1
|
| 121
|
| 12121
|
| 1212121
|
| ...
|
| (12)infinity
|
|
|
| 21
|
| 2121
|
| 212121
|
| 21212121
|
| ...
| | (21)infinity
|
|
Return to Cyclic IFS.