John Tukey and the Correlation Coefficient

机译：John Tukey和相关系数

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At a yong statistical age John Tukey joined Charlie Winsor′s Society for the Suppression of Correlation Coefficients.Its guiding principle was that most correlation coefficients should never be calculated.In this article some of John Tukey′s complaints are brought out by a succession of quotes from his writings.Also his career is reviwed and with some remarks about his mentor C.P.Winsor.Consideration turns to the case of partial correlation coeffcients.Stationary time series extensions of these are defined and an analysis carrid out with Mississippi River daily flow rates at 10 dams along the river

机译：在勇统计时代约翰图克加入查理Winsor抑制相关系数的社会。指导原则是，大多数相关系数永远不会被计算。在这篇文章中，约翰图克的一些投诉他的撰稿着.CO他的职业生涯被修改，并有一些关于他的导师CPWinsor的言论。致力于部分相关系数的情况。这些时间序列延伸定义，并与密西西比河日常流程分析。沿河的10个水坝

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《Symposium on the interface》|2002年||共15页
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中图分类计算技术、计算机技术;
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Coherence; coherency; correlation coefficient graphical model; history; network; partial coherency; partial correlation; J.W.Tukey,C.P.Winsor;

机译：一致性;一致性;相关系数图形模型;历史;网络;部分关联;部分相关;J.W.Tukey;C.p.winsor;

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2. Intraclass correlation coefficients typical of cluster-randomized studies: estimates from the Robert Wood Johnson Prescription for Health projects. [J] . David M Thompson, Douglas H Fernald, James W Mold Annals of family medicine . 2012,第3期

机译：集群随机研究中典型的类内相关系数：《罗伯特·伍德·约翰逊健康处方》项目的估计值。
3. How Does a Statistician Raise an Army? The Time When John W. Tukey, a Team of Luminaries, and a Statistics Graduate Student Repaired the Vietnam Selective Service Lotteries [J] . Tim Johnson, Christopher T. Dawes, Dalton Conley The American statistician . 2020,第2期

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机译：John W. Tukey和数据分析
5. John Tukey and the Correlation Coefficient [C] . Symposium on the interface . 2002

机译：John Tukey和相关系数
6. Optimal Methods for Disattenuating Correlation Coefficients under Realistic Measurement Conditions with Single-Form, Self-Report Instruments [D] . Morris, Carrie Ann. 2020

机译：用单态，自我报告仪器在现实测量条件下进行相关系数的最佳方法
7. Intraclass Correlation Coefficients Typical of Cluster-Randomized Studies: Estimates From the Robert Wood Johnson Prescription for Health Projects [O] . David M. Thompson, Douglas H. Fernald, James W. Mold 2012

机译：集群随机化研究中典型的类内相关系数：根据罗伯特·伍德·约翰逊健康项目处方进行的估算
8. Figure 3: (A) Constrained ordination (CAP; Resource and Fencing are the constraining factors) with vector overlays representing simple Spearman correlations between response variables and the two axes (Appendix S2). Separation of communities along Axis 1 is largely related to the impact of the Resource treatment on community structure. Thus, the extent to which a vector is parallel with Axis 1 reflects the extent of the negative (to the left) or positive (to the right) correlation of densities of that taxon with the addition of detritus. The length of each vector represents the joint correlation of the response variable with both axes of the ordination, with the circle representing a correlation of 1. Vectors shown have Spearman coefficients with CAP Axis 1 that are ≥.50 or ≤−.50. To prevent clutter on the graph, arrow heads of the vectors are not drawn. Key to abbreviations is in Fig. 1. (B) Constrained ordination (CAP) with vector overlays representing multiple correlation coefficients (analogous to univariate partial correlation coefficients). [O] . -1

机译：图3：（a）受约束的秩序（帽;资源和围栏是约束因子），其具有表示响应变量和两个轴之间的简单的Spearman相关性的载体覆盖（附录S2）。沿着轴1的群落分离在很大程度上与资源处理对群落结构的影响有关。因此，载体与轴1平行的程度反映了将该分类群的密度的负（向左）或正（右侧）相关的程度反映了碎屑。每个矢量的长度表示与序列的两个轴的响应变量的关节相关性，表示所示的圆圈的圆圈具有凸轴1的矛盾系数，≥50或≤-.50。为了防止图形上的杂乱，没有绘制向量的箭头头。缩写的键在图1中。（b）受约束的偏移（帽），其覆盖层表示多个相关系数（类似于单偏移部分相关系数）。

John Tukey and the Correlation Coefficient

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