Corrigendum to ``Descriptive Measures of Poisson-Lomax Distribution''

Q3 Mathematics

Revista Colombiana De Estadistica Pub Date : 2020-07-01 DOI:10.15446/rce.v43n2.90242

Khushnoor Khan

引用次数: 0

Abstract

This corrigendum focuses on the correction of numerical results derived from Poisson-Lomax Distribution (PLD) originally proposed by Al-Zahrani & Sagor (2014). Though the mathematical properties and derivations by Al-Zahrani & Sagor (2014) were immaculate but during the execution ofthe R codes using Monte Carlo simulation some anomalies occurred in the calculation of the mean values. The same anomalies are addressed in thepresent corrigendum. The outcome of the corrigendum will provide basic guidelines for the academia and reviewers of various journals to match thenumerical results with the shape of the probability distribution under study. The results will also emphasize the fact that code writing is a cumbersome process and due diligence be exercised in executing the codes using any programming language. Relevant R codes are appended in Appendix 'A'.

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“泊松-洛马克斯分布的描述性测度”的勘误表

本勘误表的重点是对Al-Zahrani和Sagor(2014)最初提出的泊松-洛马克斯分布(PLD)的数值结果进行修正。虽然Al-Zahrani和Sagor(2014)的数学性质和推导是完美的，但在使用蒙特卡罗模拟执行R代码时，在计算平均值时出现了一些异常。本勘误表也处理了同样的异常情况。勘误的结果将为学术界和各种期刊的审稿人提供基本指导，以使数值结果与所研究的概率分布的形状相匹配。结果还将强调这样一个事实，即代码编写是一个繁琐的过程，并且在使用任何编程语言执行代码时都要进行尽职调查。有关的R编码载于附录“A”。

本文章由计算机程序翻译，如有差异，请以英文原文为准。

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来源期刊

Revista Colombiana De Estadistica STATISTICS & PROBABILITY-

CiteScore

1.20

自引率

0.00%

发文量

审稿时长

>12 weeks

期刊介绍： The Colombian Journal of Statistics publishes original articles of theoretical, methodological and educational kind in any branch of Statistics. Purely theoretical papers should include illustration of the techniques presented with real data or at least simulation experiments in order to verify the usefulness of the contents presented. Informative articles of high quality methodologies or statistical techniques applied in different fields of knowledge are also considered. Only articles in English language are considered for publication. The Editorial Committee assumes that the works submitted for evaluation have not been previously published and are not being given simultaneously for publication elsewhere, and will not be without prior consent of the Committee, unless, as a result of the assessment, decides not publish in the journal. It is further assumed that when the authors deliver a document for publication in the Colombian Journal of Statistics, they know the above conditions and agree with them.