Some new characterizations of max domains of attraction of Fréchet and log-Fréchet laws under power normalization

Deepesh Bhati; Sreenivasan Ravi

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Some new characterizations of max domains of attraction of Fréchet and log-Fréchet laws under power normalization

机译：在功率标准化下，Fréchet和Log-Fréchet法的吸引力最大域的一些新特征

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Abstract

Some new characterizations of max domains of attraction of Fréchet and log-Fréchet laws under power normalization based on integral representations are presented along with a couple of instructive illustrations.

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机译：<！[cdata [ Abstract

基于整数表示的电力标准化的Fréchet和Log-Fréchet规律的Max域的一些新特征以及几个有益的引导性插图。 ]]>

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来源
《Statistics & Probability Letters》 |2017年第2017期|共8页
作者
Deepesh Bhati; Sreenivasan Ravi;
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作者单位

Department of Studies in Statistics University of Mysore;

Department of Studies in Statistics University of Mysore;

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原文格式 PDF
正文语种 eng
中图分类概率论（几率论、或然率论）;
关键词
Integral characterization; Log-regularly varying function; Log-slowly varying function; p -max stable law; Power normalization;

机译：积分特征;日志定期不同的功能;对数慢慢不同的功能;p-max稳定的法律;功率标准化;

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Some new characterizations of max domains of attraction of Fréchet and log-Fréchet laws under power normalization

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