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首页> 外文期刊>Physica Scripta: An International Journal for Experimental and Theoretical Physics >Straight-line fits with uncertainties in both coordinates: from Gauss to spreadsheets
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Straight-line fits with uncertainties in both coordinates: from Gauss to spreadsheets

机译:直线拟合在两个坐标中均具有不确定性:从高斯到电子表格

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摘要

Many disciplines involve analyses where linear fits need to be performed on sets of x-y data in which each point carries uncertainties in both the x and y values. Despite the frequency with which this problem occurs in practice, standard statistics texts offer little guidance on how to set up and implement a solution despite the fact that a general exact solution to the dual-uncertainties problem was established in the 1960s. This paper summarizes the solution of the bivariate-uncertainties linear fit at a level intended to be accessible to and useful for students and researchers who need to invoke such analyses in their studies. The technique is illustrated with examples drawn from astronomy, paleontology, geology, and climate physics. A freely-available spreadsheet for implementing the solution is described.
机译:许多学科都涉及分析,其中需要对x-y数据集进行线性拟合,其中每个点在x和y值上均具有不确定性。尽管在实践中经常出现此问题,但是标准统计文本在如何建立和实施解决方案方面几乎没有提供指导,尽管事实上在1960年代已经建立了双重不确定性问题的通用精确解决方案。本文总结了双变量不确定性线性拟合的解决方案,该水平旨在为需要在研究中调用此类分析的学生和研究人员提供并有用的水平。举例说明了该技术,并举例说明了天文学,古生物学,地质学和气候物理学。描述了用于实施该解决方案的免费电子表格。

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