Here's some data from the driven pendulum. The first column is angle and the second is time:
theta | time |
1.6352 | 0.000 |
1.6336 | 0.001 |
1.6321 | 0.002 |
1.6306 | 0.003 |
1.6275 | 0.004 |
1.6260 | 0.005 |
1.6229 | 0.006 |
1.6214 | 0.007 |
1.6214 | 0.008 |
1.6183 | 0.009 |
1.6183 | 0.010 |
1.6168 | 0.011 |
1.6137 | 0.012 |
1.6106 | 0.013 |
1.6076 | 0.014 |
... | ... |
In an embedding where tau=0.005 and m=3, the first three points of the reconstruction-space trajectory would be:
(1.6352 1.6260 1.6183) (1.6336 1.6229 1.6168) (1.6321 1.6214 1.6137) ...
If tau=0.002 and m=2, the reconstruction-space trajectory would start with:
(1.6352 1.6321) (1.6336 1.6306) ...