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Titlebook: Correlation Equations; For Statistical Comp Aristarkh Konstantinovich Mitropol’skii Book 1966 Springer Science+Business Media New York 1966

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书目名称Correlation Equations
副标题For Statistical Comp
编辑Aristarkh Konstantinovich Mitropol’skii
视频videohttp://file.papertrans.cn/239/238764/238764.mp4
图书封面Titlebook: Correlation Equations; For Statistical Comp Aristarkh Konstantinovich Mitropol’skii Book 1966 Springer Science+Business Media New York 1966
描述This book presents methods for computing correlation equations. All the topics treated hefe are eluci­ dated in terms of concrete examples, which have been chosen, for the most part, from the Held of analysis of the mechanical properties of steel, wood, and other materials. A necessary prerequisite for any study of correlation equations is so me knowledge of the moments of random variables. In the Appendix, there is provided a brief treatment of moments, as well as a discussion of the simplest methods of computing them. We have paid particular attention in this book to the techniques of computing correlation equations, and to the use of tables for alleviating the computationalload. The mathematical bases of the methods used in setting up correlation equations are expounded in the books cited at the end of this volume. A. M. December 1965 PIe ase note that the abbreviation 19 is used in this book to designate the logarithm to base ten, Note further that the comma has been retained as the decimal point in tabular material.
出版日期Book 1966
关键词Mathematica; Random variable; Statistica; Volume; computation; correlation; design; equation; knowledge; loga
版次1
doihttps://doi.org/10.1007/978-1-4757-9874-6
isbn_softcover978-1-4757-9876-0
isbn_ebook978-1-4757-9874-6
copyrightSpringer Science+Business Media New York 1966
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which have been chosen, for the most part, from the Held of analysis of the mechanical properties of steel, wood, and other materials. A necessary prerequisite for any study of correlation equations is so me knowledge of the moments of random variables. In the Appendix, there is provided a brief tre
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Ordinary Correlation Equations,ationship is that of correlation among random variables, expressible by correlation equations. Correlation equations make it possible to compute the so-called probable value of one random variable as a function of the individual values of other random variables.
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Computation of Correlation Equations for Small Samples,deal with nonuniformly spaced values of the quantities being investigated. Due to this, the usual methods of finding the requisite moments turn out to be inadequate, and it becomes necessary to develop techniques which would be applicable to small samples. We shall consider these techniques as applied in various examples.
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https://doi.org/10.1007/978-1-4757-9874-6Mathematica; Random variable; Statistica; Volume; computation; correlation; design; equation; knowledge; loga
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Water Politics and Political CultureIn those cases when an investigation of the nature of the functional relationship at issue between random variables makes it possible to establish the order of the correlation equation to be computed, this computation is carried out particularly conveniently by the method of sums.
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