On characteristic functions of the wrapped lognormal and the wrapped Weibull distributions

Ramabhadra Sarma; A.V. Dattatreya Rao; S.V.S. Girija

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On characteristic functions of the wrapped lognormal and the wrapped Weibull distributions

机译：包裹的对数正态分布和包裹的Weibull分布的特征函数

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摘要

The characteristic function plays a prominent role in determining the pdf of a circular model using the trigonometric moments. The characteristic functions of the wrapped lognormal and the wrapped Weibull distributions cannot be expressed in a closed form. Hence, numerical evaluation of the same is presented along with graphs. Also, certain population characteristics of the wrapped lognormal and the wrapped Weibull distributions are presented.

机译：在使用三角矩确定圆形模型的pdf时，特征函数扮演着重要角色。包装的对数正态分布和包装的Weibull分布的特征函数不能以封闭形式表示。因此，与图一起给出了其数值评估。此外，还提出了包裹对数正态分布和包裹威布尔分布的某些总体特征。

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来源
《Journal of statistical computation and simulation》 |2011年第6期|p.579-589|共11页
作者
Ramabhadra Sarma; A.V. Dattatreya Rao; S.V.S. Girija;
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作者单位

Department ofMathematics, KL University, Vaddeswaram, Guntur 522502, AndhraPradesh, India;

Department of Statistics, Acharya Nagarjuna University, NagarjunaNagar, Guntur 522510, Andhra Pradesh, India;

Department of Mathematics,Hindu College, Guntur 522003, Andhra Pradesh, India;

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收录信息美国《科学引文索引》(SCI);
原文格式 PDF
正文语种 eng
中图分类
关键词
lognormal model; weibull model; characteristic function; trigonometric moments; wrapping of linear distribution;

机译：对数正态模型;威布尔模型特征函数三角矩线性分布的包装;

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On characteristic functions of the wrapped lognormal and the wrapped Weibull distributions

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