On the confidence intervals of parametric functions for Distributions Generated by Symmetric Stable Laws

On the confidence intervals of parametric functions for Distributions Generated by Symmetric Stable Laws

In this paper we consider “Discrete Distributions Generated by Standard Symmetric Stable Densities” (DSSD in short) arising in Bioinformatics (Astola and Danielian, 2007). Using well-known asymptotic properties of the maximum likelihood (ML) estimators we obtain the respective asymptotic confidence...

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Main Authors: Davood Farbod, Karen V. Gasparian
Format: Article
Language:English
Published: University of Bologna 2013-05-01
Series:Statistica
Online Access:http://rivista-statistica.unibo.it/article/view/3699
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spelling doaj-7f728d089c7646afaf4ccfe9ae9edb7d2020-11-24T23:48:45ZengUniversity of BolognaStatistica0390-590X1973-22012013-05-0172440541310.6092/issn.1973-2201/36993444On the confidence intervals of parametric functions for Distributions Generated by Symmetric Stable LawsDavood Farbod0Karen V. Gasparian1Quchan Institute of Engineering and TechnologyYerevan State UniversityIn this paper we consider “Discrete Distributions Generated by Standard Symmetric Stable Densities” (DSSD in short) arising in Bioinformatics (Astola and Danielian, 2007). Using well-known asymptotic properties of the maximum likelihood (ML) estimators we obtain the respective asymptotic confidence intervals for some useful parametric functionsof the DSSD.http://rivista-statistica.unibo.it/article/view/3699
collection DOAJ
language English
format Article
sources DOAJ
author Davood Farbod
Karen V. Gasparian
spellingShingle Davood Farbod
Karen V. Gasparian
On the confidence intervals of parametric functions for Distributions Generated by Symmetric Stable Laws
Statistica
author_facet Davood Farbod
Karen V. Gasparian
author_sort Davood Farbod
title On the confidence intervals of parametric functions for Distributions Generated by Symmetric Stable Laws
title_short On the confidence intervals of parametric functions for Distributions Generated by Symmetric Stable Laws
title_full On the confidence intervals of parametric functions for Distributions Generated by Symmetric Stable Laws
title_fullStr On the confidence intervals of parametric functions for Distributions Generated by Symmetric Stable Laws
title_full_unstemmed On the confidence intervals of parametric functions for Distributions Generated by Symmetric Stable Laws
title_sort on the confidence intervals of parametric functions for distributions generated by symmetric stable laws
publisher University of Bologna
series Statistica
issn 0390-590X
1973-2201
publishDate 2013-05-01
description In this paper we consider “Discrete Distributions Generated by Standard Symmetric Stable Densities” (DSSD in short) arising in Bioinformatics (Astola and Danielian, 2007). Using well-known asymptotic properties of the maximum likelihood (ML) estimators we obtain the respective asymptotic confidence intervals for some useful parametric functionsof the DSSD.
url http://rivista-statistica.unibo.it/article/view/3699
work_keys_str_mv AT davoodfarbod ontheconfidenceintervalsofparametricfunctionsfordistributionsgeneratedbysymmetricstablelaws
AT karenvgasparian ontheconfidenceintervalsofparametricfunctionsfordistributionsgeneratedbysymmetricstablelaws
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