Title : Some properties and inferential problems related to non- normal distributions with Kurtosis Three

Type of Material: Thesis
Title: Some properties and inferential problems related to non- normal distributions with Kurtosis Three
Researcher: Kurian, James
Guide: George, Sebastian
Department: Department of Statistics
Publisher: Mahatma Gandhi University
Place: Kottayam
Year: January 2008
Language: English
Subject: Robustness
Edgeworth expansion
Gaussian error model
Location-scale family
Mixture distributions
Mml estimation
Moment measure of kurtosis
Statistics
Dissertation/Thesis Note: PhD
Fulltext: Shodhganga

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035__|a(IN-AhILN)th_260613
040__|aMGND_686560|dIN-AhILN
041__|aeng
100__|aKurian, James|eResearcher
110__|aDepartment of Statistics|bMahatma Gandhi University|dKottayam
245__|aSome properties and inferential problems related to non- normal distributions with Kurtosis Three
260__|aKottayam|bMahatma Gandhi University|cJanuary 2008
502__|bPhD
518__|oDate of Notification|d2008-01
520__|aNormal distribution is one of the most celebrated statistical distribution in the literature. The importance of normal distribution is mostly because of central limit theorem, one of the fundamental theorem that form a bridge between Probability and Sta
650__|2UGC|aStatistics
653__|aRobustness
653__|aEdgeworth expansion
653__|aGaussian error model
653__|aLocation-scale family
653__|aMixture distributions
653__|aMml estimation
653__|aMoment measure of kurtosis
700__|aGeorge, Sebastian|eGuide
856__|uhttp://shodhganga.inflibnet.ac.in/handle/10603/7197|yShodhganga
905__|anotification

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