An Introduction to the theory of statistics

Bibliographic data

Monograph

Identifikator:: 1751730271

URN:: urn:nbn:de:zbw-retromon-127610

Document type:: Monograph

Author:: Yule, George Udny http://d-nb.info/gnd/12910504X

Title:: An Introduction to the theory of statistics

Edition:: 8. ed. rev

Place of publication:: London

Publisher:: Griffin

Year of publication:: 1927

Scope:: XV, 422 S; Ill., Diagr

Digitisation:: 2021

Collection:: Economics Books

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Chapter

Document type:: Monograph

Structure type:: Chapter

Title:: Part III. Theory of sampling

Collection:: Economics Books

XVIL.—SIMPLER CASES OF SAMPLING FOR VARIABLES. 355 (17) PearL, RAYMOND, “On certain Points concerning the Probable Error of the Standard-deviation,” Biometrika, vol, vi., 1908, p. 112. (On F the amount of divergence, in certain cases, from the standard error o/~/2n in the case of a normal distribution.) (18) PEARSON, KARL, and L. N. G. Fox, “On the Probable Errors of Frequency Constants, and on the Influence of Random Selection on Variation and Correlation,” Phil. Trans. Roy. Soc., Series A, vol. cxei., 1898, p. 229, (19) PEARrsoN, KARL, ‘“On the Criterion that a given System of Deviations from the Probable in the Case of a Correlated System of Variables is such that it can be reasonably supposed to have arisen from Random Sampling,” Phil. Mag., 5th Series, vol. 1., 1900, p. 157. (20) PrarsoN, KarL, and others (editorial), “On the Probable Errors of Frequency Constants,” Biometrika, vol. ii., 1903, p. 273, and vol. ix., 1913, p. 1. (Useful for the general formule given, based on the general case without respect to the form of the frequency-distribution. ) (21) Pearson, KARL, ““ On the Curves which are most suitable for describing the Frequency of Random Samples of a Population,” Biometrika, vol. v., 1906, p. 172. (22) PEARsoN, KARL, “Note on the Significant or Non-significant Character of a Sub-sample drawn from a Sample,” Biometrika, vol. v., 1906, e181, (23) Pains, KARL, “On the Probability that two Independent Distribu- tions of Frequency are really Samples from the same Population,” Biometrika, vol. viii., 1911, p. 250, and vol. x., 1914, p. 85. (24) PEARSON, KARL, “On the Probable Error of a Coefficient of Correlation as found from a Fourfold Table,” Biometrika, vol. ix., 1913, P: 22. (25) Pearson, KARL, “On the Probable Error of a Coefficient of Mean Square Contingency,” Biometrika, vol. x., 1915, p. 590. (26) REIND, A., “Tables for Facilitating the Computation of Probable Errors of the Chief Constants of Skew Frequency-distributions,” Biometrika, vol. vii., 1909-10, p. 127 and p. 386. (27) SuEPPARD, W. F., ““On the Application of the Theory of Error to Cases of Normal Distribution and Normal Correlation,” Phil. Trans. Roy. Soc., Series A, vol. excii., 1898, p- 101. (28) Soper, H. E., “On the Probable Error of the Correlation Coefficient to a Second Approximation,” Biometrika, vol. ix., 1913, p. 91. (29) Soper, H. E., “On the Probable Error of the Bi-serial Expression for the Correlation Coefficient,” Biometrika, vol. X., 1914, p. 384. (80) “STUDENT,” “On the Probable Error of a Mean,” Biometrika, vol. vi., 1908, p. 1. (The standard error of the mean in terms of the standard error of the sample, ) (31) “STUDENT,” “On the Probable Error of a Correlation Coefficient,” Biometrika, vol. vi., 1908, p. 302. (The problem of the probable error with small samples, ) (32) “STUDENT,” “On the Distribution of Means of Samples which are not drawn at Random,” Biometrika, vol. vii., 1909, p. 210. (33) YuLe, G. U., “On the Theory of Correlation for any number of Vari- ables treated by a New System of N otation,” Proc. Roy. Soc., Series A, vol. Ixxix., 1907, p. 182. (See pp. 192-3 at end.) (34) YULE, G. U., “On the Methods of Measuring Association between two Attributes,” Jour. Roy. Stat. Soc., vol. Ixxvi., 1912. (Probable error of the correlation coefficient for a fourfold table, of association co- efficients, ete.) Reference may also be made to the following, which deal for the most part with the effects of errors other than errors of sampling : —

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