The Absolute Difference Law For Expectations

Hong Liang

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The Absolute Difference Law For Expectations

机译：期望的绝对差定律

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摘要

We revisit the addition law for expectations and present a sibling law: the absolute law for expectations. We show that these two laws and their corresponding laws for probabilities can be reconciled under a single framework. As an application, we use the absolute law for expectations to calculate the mean absolute deviation. Finally, we remark on a hidden point in a related article previously published on these pages; this will help readers to avoid a potential pitfall.

机译：我们重新审视了期望的加法，并提出了同级法：期望的绝对法。我们表明，这两个定律及其相应的概率定律可以在一个框架下进行协调。作为一种应用，我们使用期望的绝对定律来计算平均绝对偏差。最后，我们在以前在这些页面上发布的相关文章中提到了一个隐藏点；这将帮助读者避免潜在的陷阱。

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来源
《The American statistician》 |2015年第1期|8-10|共3页
作者
Hong Liang;
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作者单位

Robert Morris Univ, Dept Math, Moon, PA 15108 USA;

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原文格式 PDF
正文语种 eng
中图分类
关键词
Mean absolute deviation; Addition law; Absolute difference law; Expectation;

机译：平均绝对偏差;加法;绝对差法;期望;

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机译：根据概率绝对提示有效性和提示绝对有效性之间的差异对概率概念达成任务中的提示利用率进行检查。

The Absolute Difference Law For Expectations

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