截断Akash分布:属性和应用

K. Shukla
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引用次数: 1

摘要

本文提出了截断Akash分布。其均值和方差均已导出。推导了累积分布和危险率函数的性质,并用图形表示。推导了其变异系数、偏度、峰度和色散指数等矩。采用极大似然估计法对模型参数进行估计。将其应用于三个数据集,并比较了其相对于单参数指数、Lindley、Akash、Ishita和截断Lindley分布的优越性。
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Truncated Akash distribution: properties and applications
In this paper, Truncated Akash distribution has been proposed. Its mean and variance have been derived. Nature of cumulative distribution and hazard rate functions have been derived and presented graphically. Its moments including Coefficient of Variation, Skenwness, Kurtosis and Index of dispersion have been derived. Maximum likelihood method of estimation has been used to estimate the parameter of proposed model. It has been applied on three data sets and compares its superiority over one parameter exponential, Lindley, Akash, Ishita and truncated Lindley distribution.
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