An Approximation Of Fisher's Information For The Negative Binomial Parameter K
![Thumbnail](/bitstream/handle/11295/33803/FULL%20TEXT.pdf.jpg?sequence=3&isAllowed=y)
View/ Open
Date
2011Author
Kipchirchir, I. C
Type
ArticleLanguage
enMetadata
Show full item recordAbstract
The negative binomial distribution is a versatile distribution in describing dispersion. The negative binomial parameter k is considered as a measure of dispersion. The aim of this paper is to present an approximation of Fisher's information for the parameter k which is used in successive approximation to the maximum likelihood estimate of k. The approximation utilized a relationship between a convergent series and a convergent improper integral.
Citation
Kipchirchir I. C. An Approximation Of Fisher's Information For The Negative Binomial Parameter K, Far East Journal of Theoretical Statistics q.p Volume 34,·Number 2, 2011 Pages 129-138Publisher
University of Nairobi School of Mathematics University of Nairobi