与离散分布相关的范围框绘图

IF 0.3 Q4 MATHEMATICS
M. Adam, Babaginda Ibrahim Babura, Kathiresan Gopal
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引用次数: 6

摘要

自70年代以来,方框图在检查异常值的存在和数据的不对称形状方面已经使用了很长一段时间。现有的箱形图是使用从离散或连续数据计算的ve个统计值构建的。盒图的许多改进偏离了探索性数据分析的优雅和简单方法,引入了许多其他统计值,导致盒图创建背后的崇高哲学的倒退。当异常值不再是一个重要的标准时,使用具有最小值和最大值的范围值进行修改是为了满足所选离散分布的需要。盒图的新修改不是基于分布的不对称形状,而是更多地基于数据的扩散和将数据划分为范围测度。只有三个统计值的方框图的新建议名称称为范围方框图。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Range-Box Plotting Relating to Discrete Distribution
The box plot has been used for a very long time since 70s in checking the existence of outliers and the asymmetrical shape of data. The existing box plot is constructed using ve values of statistics calculated from either the discrete or continous data. Many improvement of box plots have deviated from the elegant and simplier approach of exploratory data analysis by incorporating many other statistic values resulting the turning back of the noble philosophy behind the creation of box plot.The modication using range value with the minimum and maximum values are being incorporated to suit the need of selected discrete distribution when outliers is not an important criteria anymore. The new modication of box plot is not based on the asymmetrical shape of distribution but more on the spread of the data and partitioning data into range measure. The new propose name for the box plot with only three values of statistics is called range-box plot.
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来源期刊
Matematika
Matematika MATHEMATICS-
自引率
25.00%
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0
审稿时长
24 weeks
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