利用拟议估计器提高估计效率:基于泊松回归的均值估计器比较分析

IF 1.2 4区 综合性期刊 Q3 MULTIDISCIPLINARY SCIENCES Kuwait Journal of Science Pub Date : 2024-07-14 DOI:10.1016/j.kjs.2024.100282
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引用次数: 0

摘要

在许多研究中,泊松回归模型主要用于模拟计数反应。最近的研究表明,在 Koç (2021) 比率估计器中利用泊松回归系数可以提高估计器的效率。本研究使用了一种基于泊松回归的简单随机抽样回归型均值估计器,并找到了其相关的均方误差公式。从本质上讲,我们将所建议的估计器的均方误差与之前公布的估计器的均方误差进行了对比。在真实数据研究中,我们计算了三个真实人群的估计值,并观察到建议估计值的优越性能。模拟研究也得到了类似的结果。从这些估算结果来看,建议的估算器比现有的估算器更有效。经验结果验证了理论结果的显著性。
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Enhancing estimation efficiency with proposed estimator: A comparative analysis of Poisson regression-based mean estimators

In many studies, the Poisson regression model is mostly intended for modelling count responses. Recently, it was shown that the exploitation of the Poisson regression coefficient within the Koç (2021) ratio estimator increases the efficiency of the estimator. This study uses a new Poisson regression-based regression-type mean estimator with simple random sampling and finds its related mean square error formula. Essentially, we contrast the suggested estimators' mean square errors with those of previously published estimators. For the real data study, estimators were calculated for three real populations and the superior performance of the proposed estimator was observed. Similar results were obtained from the simulation study. As an outcome of these estimations, the proposed estimators are more effective than existing estimators. The empirical results verified the theoretical results to be remarkable.

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来源期刊
Kuwait Journal of Science
Kuwait Journal of Science MULTIDISCIPLINARY SCIENCES-
CiteScore
1.60
自引率
28.60%
发文量
132
期刊介绍: Kuwait Journal of Science (KJS) is indexed and abstracted by major publishing houses such as Chemical Abstract, Science Citation Index, Current contents, Mathematics Abstract, Micribiological Abstracts etc. KJS publishes peer-review articles in various fields of Science including Mathematics, Computer Science, Physics, Statistics, Biology, Chemistry and Earth & Environmental Sciences. In addition, it also aims to bring the results of scientific research carried out under a variety of intellectual traditions and organizations to the attention of specialized scholarly readership. As such, the publisher expects the submission of original manuscripts which contain analysis and solutions about important theoretical, empirical and normative issues.
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