圆形数据具有Von-Mises分布误差的角回归模型的估计和检验

A. Mohammed, Jasim Nassir
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引用次数: 0

摘要

由于以这种方式描述的现象,对圆变量的研究是我们当今时代的重要进程之一。因此,该研究包括使用一个简单的角回归模型,其误差遵循圆形分布,即Von Mises分布,并以尽可能大的方式估计参数,并通过提出主要依赖于Fisher分布的检验来测试模型的调和质量。这被应用于两个圆形变量,纳西里耶市的风向作为因变量,高大气压力的方向作为自变量。结果表明,该模型通过估算模型对数据进行了正确的表征,检验了调和质量,表明纳西里耶市高气压方向与风向之间的关系是直接关系,即纳西里耶市高气压方向的角度越小,纳西里耶市的高气压方向越低。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Estimation and testing of an angular regression model with the Von-Mises distribution error for circular data
The study of circular variables is one of the important processes in our present time because of the phenomena that are described in this way. Therefore, the study included the use of a simple angular regression model with an error that follows a circular distribution, which is the Von Mises distribution, and estimating the parameters in the greatest possible way, and testing the quality of reconciliation of the model in general by proposing a test that depends mainly on the Fisher distribution . This was applied to two circular variables, the wind direction in the city of Nasiriyah as a dependent variable and the direction of high atmospheric pressure as an independent variable. The results showed that the model represented the data correctly by passing the estimated model to test the quality of reconciliation, and that the relationship between the direction of high atmospheric pressure and the direction of the wind in the city of Nasiriyah is a direct relationship, i. The city of Nasiriyah and the smaller the angle measure in the direction of the high atmospheric pressure, the lower it is in the city of Nasiriyah.
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