Share on Facebook Share on Twitter Email
Answers.com

Parabolic fractal distribution

 
Wikipedia: Parabolic fractal distribution

In the parabolic fractal distribution, the logarithm of the frequency or size of entities in a population is a quadratic polynomial of the logarithm of the rank. This can markedly improve the fit over a simple power-law relationship (see external link below).

In a number of cases, there is a so-called King effect where the highest-ranked item has a significantly greater frequency or size than the model predicts on the basis of the other items.

Definition

The probability mass function is given, as a function of the rank n, by

 f(n;b,c) \propto n^{-b} \exp(-c(\log n)^2) .

See also

External links


Search unanswered questions...
Enter a question here...
Search: All sources Community Q&A Reference topics
 
 

 

Copyrights:

Wikipedia. This article is licensed under the Creative Commons Attribution/Share-Alike License. It uses material from the Wikipedia article "Parabolic fractal distribution" Read more