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From: | sarai shai |
Subject: | [igraph] how to choose xmin in power.law.fit {igraph} |
Date: | Thu, 17 Feb 2011 10:57:06 +0000 |
Hello. I am trying to find probability density distribution that best fits my data. Therefore, I am trying to fit several models (like gamma, pareto, log-normal, ...) and then choose the best one using Akaike Information Criterion (AIC). In order to fit power-law distribution I am using power.law.fit {igraph}. My problem is how to choose xmin. I know that as a default R choosing xmin to be the smallest value in the data, but I am afraid that such a selection for xmin will give the power-law advantage on all the other models, since all the others defined on (0, infinity) and the biggest fitting error is obtained in the tails. So, here are my questions: 1. How can I choose the best xmin such that the model selection will not be biased in the favour of power-law? 2. How can I make sure that the lower bound I have chose is good enough. Thank you very much in advance, Saray Shai |
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