Einführung in die Volkswirtschaftslehre

An Introduction to the theory of statistics

Bibliographic data

Monograph

Identifikator:: 1742728707

URN:: urn:nbn:de:zbw-retromon-124362

Document type:: Monograph

Author:: Carrard, Alfred http://d-nb.info/gnd/118895796

Title:: Zur Psychologie des Anlernens und Einübens im Wirtschaftsleben

Place of publication:: Zürich

Publisher:: Hofer

Year of publication:: 1927

Scope:: 67 S.; graph. Darst.

Digitisation:: 2020

Collection:: Economics Books

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Si THEORY OF STATISTICS. (67) BRowNLEE, J., ‘‘The Mathematical Theory of Random Migration and Epidemic Distribution,” roc. Roy. Soc. Edin., vol. xxxi., 1910-11, p. 262. (68) BROWNLEE, J., * Certain Aspects of the Theory of Epidemiology in Special Reference to Plague,” Proc. Roy. Soc. Medicine, Sect. Epi- demiolog yand State Medicine, vol. x. D, 1918, p. 85. (The appendix to this paper summarises the author’s results and those of Sir Ronald Ross ; vide infro.) (69) Ross, Sir RoxaLp, ‘An Application of the Theory of Probabilities to the Study of a priori Pathometry,” Proc. Roy. Soc., A, vol. xcii., 1916, p. 204. (70) Ross, Sir RoxaLp, and HiLpa P. Hupson, ‘An Application of the Theory of Probabilities to the Study of priors Pathometry,” Pts. II. and IiI., Proc. Roy. Soc., A, vol. xciil., 1917, pp. 212 and 225. (71) Kxine, i&. H., “The Mathematical Theory of Population,” Appendix A to vol. i. of Census of the Commonwealth of Australia. (Contains a full discussion of the application of various frequency systems to vital statistics.) (72) Moir, H., ¢‘ Mortality Graphs,” Trams. Actuarial Soc. America, vol. xviii, 1917, p. 311. (Numerous graphs of mortality rates in different classes and periods.) (73) GrEENWOOD, M., and G. U. YUuLg, ‘‘ An Enquiry into the Nature of Frequency Distributions representative of Multiple Happenings, with particular reference to the Occurrence of Multiple Attacks of Disease or of Repeated Accidents,” Journ. Roy. Stat. Soc., vol, 1xxxiii., 1920, p- 255. Goodness of Fit (p. 315 and p. 370). (74) Pearson, Kary, On a Brief Proof of the Fundamental Formula for testing the Goodness of Fit of Frequency Distributions and on the Probable Error of P,” Phil. Mag., vol. xxx. D (6th ser.) 1916, p. 369. (75) PEARrsoN, Karp, Multiple Cases of Disease in the same House,” Biometrika, vol. 1x., 1913, p. 28. (A modification of the goodness-of- fit test to cover such statistics as those indicated by the title.) (76) Fisuer, R. A., “On the Interpretation of x? from Contingency Tables, * and the Calculation of P,” Jour. Roy. Stat. Soc., vol. 1xxxv., 1922, p- 87. (77) YuLE, G. U., ‘On the Application of the x? Method to Association and Contingency Tables, with experimental illustrations,” Jour. Roy. Stat. Soc., vol. 1xxxv., 1922, p. 95. After correspondence with Mr Fisher I wish to withdraw the statement on p. 97 of this paper, that a full proof [of the general theorem as applied to contingency tables] seems still to be lacking: he has convinced me that his proof covers the case. The three following are controversy on the two preceding papers i— (78) PEARSON, KARL, «On the x2 Test of Goodness of Fit,” Biometrika, vol, xiv., 1922, p. 186; and Further Note,” ¢bid., p. 418. (79) BowLEY, A. L., and R. L. CoxNoOg, * Tests of Correspondence between Statistical Grouping and F ormule,” Economica, 1923, p. 1. ” (80) FisuER, R. A., Statistical Tests of Agreement between Observation and Hypothesis” (with a note in reply by A. L. Bowley), Economica, 1923, p. 139. " (81) Fisuer, R. A., “The Conditions under which x? measures the dis- crepancy between Observation and Hypothesis,” Jour. Roy. Stat. Soc., vol. lxxxvii., 1924, p. 442. Qee also references 28 and 29. 204.

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