一种生成分布的新方法:在流数据中的应用

H. Ünözkan, M. Yilmaz
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引用次数: 2

摘要

目前,统计研究的目标之一是为未来提供易于获取和简单的模型。因此,需要更合适的分布来对数据建模。在本研究中,产生了一种新的具有指数边际的法利-甘贝尔-摩根斯特恩分布。研究了这种新型分布的规格和特点。对新分布的结构进行了统计分析,并利用已知方法对新分布进行了参数估计。此外,还进行了可靠性分析。由于所提出的分布的形状和灵活性,它被认为是用于流数据建模的分布的替代方案。利用文献中的流量数据集可以检测新分布的统计建模效率。此外,从土耳其国家水务局获得的Terme和Sefaatli溪的流量数据用于建模。结论是,这种新的分布提供了一种可以有效应用于流场的模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A New Method for Generating Distributions: An Application to Flow Data
Nowadays, one of the aim of statistical studies is to provide the future with the models which are easily accessible and simple. Therefore, more suitable distributions are needed to model the data. In this study, a new distribution is generated with exponential marginals Farlie-Gumbel-Morgenstern distribution. Specifications and characteristics of this new distribution are studied. The structure of the proposed distribution is discussed statistically and the parameter estimation for the new distribution is made by known methods. In addition, reliability analysis has performed. Due to the shape and flexibility of the proposed distribution, it is thought to be an alternative to distributions which are used for modeling flow data. Efficiency on the statistical modeling of the new distribution can be detected by using flow data sets in literature. Furthermore, Terme and Sefaatli Creeks' flow-data obtained from Turkish State Water Affairs Directorate are used to model. It is concluded that this new distribution offers a model that can be used effectively in stream flows.
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