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  Published Paper Details:

  Paper Title

ORDER STATISTICS FROM A CLASS OF SYMMETRIC DISTRIBUTIONS WITH KURTOSIS THREE

  Authors

  Dr. James Kurian

  Keywords

Edgeworth expansions, Hermite Polynomial, Kurtosis, Location Scale family, Order statistics, Robustness

  Abstract


In this paper, I consider the class of continuous distributions, belonging to the symmetric location-scale family {F[(x-?)/?],-?<?< ?,?>0}, with Pearson's measure of kurtosis ?_2=3. The study uses a subclass of symmetric mesokurtic distributions based on the Edgeworth expansions to the probability density function (p.d.f.) based on the first six moments. This paper derives the distributions of order statistics from such a family of distributions. Moreover, based on a sample of size n, the distribution of minimum, maximum and the form of their moments are also derived. The class of distributions considered here can be used as an alternative to the normal error in linear models and robustness studies

  IJCRT's Publication Details

  Unique Identification Number - IJCRT2101037

  Paper ID - 201967

  Page Number(s) - 281-285

  Pubished in - Volume 9 | Issue 1 | January 2021

  DOI (Digital Object Identifier) -   

  Publisher Name - IJCRT | www.ijcrt.org | ISSN : 2320-2882

  E-ISSN Number - 2320-2882

  Cite this article

  Dr. James Kurian,   "ORDER STATISTICS FROM A CLASS OF SYMMETRIC DISTRIBUTIONS WITH KURTOSIS THREE", International Journal of Creative Research Thoughts (IJCRT), ISSN:2320-2882, Volume.9, Issue 1, pp.281-285, January 2021, Available at :http://www.ijcrt.org/papers/IJCRT2101037.pdf

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ISSN: 2320-2882
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Journal Starting Year (ESTD) : 2013
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ISSN and 7.97 Impact Factor Details


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ISSN
ISSN: 2320-2882
Impact Factor: 7.97 and ISSN APPROVED
Journal Starting Year (ESTD) : 2013
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