| Author |
Comment/Response |
mani
|
 06/29/12 07:32am
Hi,
I have a data sample and I want to test if it follows an analytical distribution in the form
mydist[x_, n_, \[Sigma]_] := E^(-((x)^2/(2 Sqrt[\[Pi]] \[Sigma]^2)))/(
2 Sqrt[\[Pi]] \[Sigma] Gamma[n/2])
I figured I need DistributionFitTest[data,dist], where for data I take my data sample and for dist my distribution. Inserting the distribution in its analytical form however produces an error, I guess Mathematica accepts only its own distributions.
So I am not sure how to do this. I thought of generating a second data sample from my distribution and compareing both data samples.
Is this possible? And how can I do this? Or is there another way to accomplish my task?
I will appreciate some advices, thanks!
Attachment: data.csv, URL: , |
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