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An Introduction to the theory of statistics

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fullscreen: An Introduction to the theory of statistics

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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Index

Document type:
Monograph
Structure type:
Index
Collection:
Economics Books

Contents

Table of contents

  • An Introduction to the theory of statistics
  • Title page
  • Part I. The theory of atributes
  • Part II. The theory of variables
  • Part III. Theory of sampling
  • Index

Full text

INDEX. 415 
movements of two variables, 200, * Jacos, S. M., ref., crops and rainfall, 
201. Refs., correlation between 208, 226. 
movements of two variables, 208;  Jevons, W. Stanley, use of geometric 
weather and crops, 208, 253; mean, 127. Refs., system of 
_ theory of partial correlation, 252. numerically definite reasoning 
Horticulture, errors in, refs., 396. (theory of attributes), 15; index- 
Houses, inhabited and uninhabited, numbers, 130; Pure Logic and 
in rural and urban districts, 61-62; other Minor Works, 15; Investiga- 
annual value of, table, 83: median, tions in Currency and Finance, 
(qu. 4) 131; quartiles, (qu. 3) 155. 130. 
Hudson, H. P., refs., frequency- Johannsen, W., Elemente der exakten 
curves (epidemiology), 394. Erblichkeitslehre, 361. 
Hull, C. H., ref., The Economic John, V., refs., Geschichte der Sta- 
Writings of Sir William Petty, tistik, 5. 
together with the Observations on Jones, D. C., refs., 4 First Course in 
the Bills of Mortality more probably Statistics, 397. 
by Captain John Graunt, 6. J-shaped frequency - distributions, 
Husbands and wives, correlation be- 98-102, 363-364. 
tween ages, table, 159 ; diagram, Julin, A., refs., Principes de Statis- 
173 ; constants, (qu. 3) 189. tique, 397. 
Hypergeometrical Series, ref., 289. 
KaprreEYN, J. C., refs., Skew Fre- 
ILLUSORY associations, 48-51. quency-curves in Biology and Sta- 
Imbecility, associations with deaf- tistics, 130, 314. 
mutism, 32-33, 38. Kelley, T. L., refs., correlation, 392 ; 
Inclusive and exclusive notations for Statistical Method, 397. 
statistics of attributes, 14-15. Keynes, J. M., refs., 4 Treatise on 
Independence, criterion of, for attri- Probability, 397. 
butes, 25-28; case of complete, Kick of a horse, deaths from, follow- 
for attributes, 56-57; form of ing law of small chances, 265-266 ; 
contingency or correlation table 369-370. 
in case of, 71 ; goodness of fit test King George, refs., graduation of, 
for, 378-387. age statistics, 105. 
Index-numbers of prices, def., 126; Knibbs, G. H., refs., price index- 
use of geometric mean for, 126- numbers, 390; frequency-curves, 
127 ; use of harmonic mean, 129 ; 394. 
refs., 130-131, 390-391. Koren, J., refs., History of Statistics, 
Indices, correlation between, 215- 390. 
216 ; refs., 226, 252, 392. 
Infirmities, census tabulation of, LABOURERS, earnings of agricultural. 
14-15; association between deaf- See Earnings. 
mutism and imbecility, 32-33, 38. Laplace, Pierre Simon, Marquis de, 
Inoculation, cholera, examples, 31- probable error of median, 344. 
32, 34-35, 381-384. Refs., normal curve, 314; mean 
Intermediate observations, in a deviation least about the median, 
frequency-distribution, classifica- 154 ; Théorie analytique des proba- 
tion of, 80-81, 362-363 ; in corre- bilités, 154, 354, 361 ; Essai philo- 
ation table, 164. sophique, 361, 397. 
Isotropy, def., 68 ; generally, 67-71; Larmor, Sir J., use of word * statis- 
of normal correlation table, 328- tical,” 4. 
331 ; refs., 73. Lee, Alice, data cited from, 96, 122, 
Isserlis, L., refs., partial correlation- 160, 161. Refs., inheritance of 
ratio, 252, 392; conditions for fertility and fecundity, 208, 226 ; 
real significance of probable errors, tables of functions, 358, 359. 
354 ; probable error of mean, 395. Lemna minor, correlation between
	        

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