差异与可变性

S. Osterlind
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引用次数: 0

摘要

本章描述了19世纪后期的量化。然后,大多数普通人都获得了公开的意识,概率概念渗透到日常对话和决策中。然而,新的抽象数学形式正在发展,尽管有一些反对刘易斯·卡罗尔(查尔斯·道奇森),他想保留欧几里得几何的传统观点。这一章介绍了在吉尼斯啤酒厂实验室工作的威廉·戈塞特(William Gossett),他开发了“t分布”,并以“学生t检验”的名称出版。它还描述了他与罗纳德·费舍尔爵士的友谊,后者开发了许多统计假设检验方法,发表在《实验设计》(The Design of Experiments)上,如方差分析(ANOVA)程序和F比率。费雪还开发了许多假设检验的研究设计,有简单的也有复杂的,包括拉丁方格设计,并在名为“品茶的女士”的思想实验中提供了对推理检验的经典描述。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Discrepancy to Variability
This chapter describes quantification during the late nineteenth century. Then, most ordinary people were gaining an overt awareness, and probability notions were seeping into everyday conversation and decision-making. However, new forms of abstract mathematics were being developed, albeit with some opposition from Lewis Carroll (Charles Dodgson), who wanted to preserve traditionalist views of Euclidian geometry. The chapter introduces William Gossett, who worked in the laboratory of the Guinness brewery and developed “t-distribution,” which was published as “Student’s t-test.” It also describes his friendship with Sir Ronald Fisher, who developed many statistical hypothesis testing methods, published in The Design of Experiments, such as the ANOVA procedure, and the F ratio. Fisher also developed many research designs for hypothesis testing, both simple and complex, including the Latin squares design, as well as providing a classic description of inferential testing in the thought experiment called “the lady tasting tea.”
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