| Author |
Comment/Response |
David Proctor
|
 11/09/02 02:08am
I am trying to characterize the chi^2 merit surface for the non-linear fitting of a set of data to a sum of exponential decays:
a*e^(t/tau1)+b*e^(t/tau2)+c
I do this by providing a list of vaules for tau1 and fitting for everything else with NonlinearRegress, and plotting the final chi^2 value from the individual fits as a function of tau1. I've been calculating the chi^2 values with a separate statement (squaring and summing residuals) because I can't figure out how to extract the final chi^2 value from Mathematica's fit. Does anybody know how to do this? I'd like to avoid the separate statement because it slows the computation (the data set is ~12000 points long).
Thanks,
David
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