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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SUPPLEMENTS—ADDITIONAL REFERENCES. : (51) RHODES, E. C., “On the Problem whether two given Samples can be supposed to have been drawn from the same Population,” Ziometrika, vol. xvi., 1924, p. 239, and Metron, vol. v., 1925, D3. (62) PEARSON, KARL, “On the Difference and the Doublet Tests for Ascertain- ing whether Two Samples have been drawn from the same Population,” Biometrika, vol. xvi., 1924, p- 249. The Law of Small Chances (p- 273). (53) BorTKIEWICZ, L. VON, ‘‘Realismus und Formalismus in der mathe- matischer Statistik,” Allgemein. Stat. Arch. vol. ix., 1916, p. 225. (Continues the discussion initiated by the paper of Miss Whitaker, cited on p. 273.) (54) GrEENWOOD, M., and G. UpNY YULE, “On the Statistical Interpreta- tion of some Bacteriological Methods employed in Water Analysis,” Journal of Hygiene, vol. xvi, 1917, p. 36. (Applies a criterion developed from Poisson’s limit to the discrimination of water analyses ; numerous arithmetical examples.) (55) “‘ STUDENT,” ‘‘ An Explanation of Deviations from Poisson’s Law in Practice,” Biometrika, vol. x., 1919, p. 211. (56) BorTKIEWICZ, L. voN, ‘Ueber die Zeitfolge Zufilliger Ereignisse,” Bull. de U Institut Int. de Stat., tome XXx., 2¢ livr., 1915. (57) MoraNT, G., “On Random Occurrences in Space and Time when followed by a Closed Interval,” Biometrika, vol. Xiii., 1921, p. 309. See also references 73. Frequency Curves (p. 314). (58) PrarsoN, Kary, ‘“Second Supplement to a Memoir on Skew Variation,” Phil. Trans. Roy. Soc., Series A, vol. cexvi., 1916, p. 429. (Completes the description of type frequency curves contained in references (1) and (3) of p. 105,) The advanced student who desires to compare the merits of different frequency systems proposed, should consult the two following : — (59) CHARLIER, C. V. L., Numerous papers issued from the Astronomical Department of Lund, 1906-12, especially ““ Contributions to the Mathematical Theory of Statistics ” (1912). (60) EnceEwortn, F. Y., “On the Mathematical Representation of Statisti- cal Data,” Jour. Roy. Stat. Soc., vol. Ixxix., 1916, p. 456 ; Ixxx. PP. 65, 266, 411 ; lxxxi., 1918, p. 322, (61) SorEr, H. E., Frequency Arrays, Cambridge University Press, 1922, (62) EpcEwortn, F. Y., “ Untried Methods of Representing Frequency,” Jour. Roy. Stat. Soc., vol. Ixxxvii, 1924, p. 571. (63) RomaNovsky, V., “Generalisation of some Types of the Frequency Curves of Professor Pearson,” Biometrika, vol. xvi., 1924, p. 106. (64) PEarsoN, KaRrL, Historical Note on the Origin of the Normal Curve of Errors,” Biometrika, vol, xvi, 1924, p. 402. (65) RHODES, E. C., “On the Generalised Law of Error,” Jour. Roy. Stat. Soc., vol. Ixxxviii., 1925, p. 576. (66) EnceEworrH, F. Y., “Mr Rhodes’s Curve and the Method of Adjustment,” Jour. Roy. Stat. Soc., vol. Ixxxix., 1926, p. 129, (These papers are concerned with the general theory of frequency systems ; the undermentioned deal with the forms which are suitable for the representation of particular classes of data, especially statistics of epidemic disease.) 393

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