🚀 go-pugleaf

In article <!7h13=#@rpi.edu> sassoj@rs6416.ecs.rpi.edu (John J. Sasso Jr.)
writes:
>    Given a chaotic time series with a fractal dimension, does anyone know of
>    any theory or whatever which relates splines to the interpolation of the
>    chaotic time series corresponding to the given fractal dimension?

     I'm not an expert, but if I understand your question, you should go
to the library and look up papers or books on nonlinear forecasting.  It
has gotten quite sophisticated in recent years so I would be surprised
if your question hasn't been answered by someone.  Most of the
literature on nonlinear forecasting includes interpolation methods as a
way of checking the validity of the forecast.

                                Good luck.

				Marc R. Roussel
                                mroussel@alchemy.chem.utoronto.ca