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Delay coordinate embeddings are a technique for visualising time series. You compute a mapping, (x(t), x(t+k)), where k > 0 is an offset. This gives you a 2-d graph that represents the trajectory as a figure (technically it is close to a topological tangle). This can then be used to compute (for instance) the homology (with mapper, or the persistent homology) of the trajectory.
The text was updated successfully, but these errors were encountered:
Delay coordinate embeddings are a technique for visualising time series. You compute a mapping, (x(t), x(t+k)), where k > 0 is an offset. This gives you a 2-d graph that represents the trajectory as a figure (technically it is close to a topological tangle). This can then be used to compute (for instance) the homology (with mapper, or the persistent homology) of the trajectory.
The text was updated successfully, but these errors were encountered: