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Die Heimarbeit im Kriege

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fullscreen: Die Heimarbeit im Kriege

Monograph

Identifikator:
1029343713
URN:
urn:nbn:de:zbw-retromon-72101
Document type:
Monograph
Author:
Schreiner, Olive http://d-nb.info/gnd/118795457
Title:
Die Frau und die Arbeit
Place of publication:
Jena
Publisher:
Eugen Diederichs
Year of publication:
1914
Scope:
1 Online-Ressource (180 Seiten)
Digitisation:
2018
Collection:
Economics Books
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Chapter

Document type:
Monograph
Structure type:
Chapter
Title:
I. Parasitimus
Collection:
Economics Books

Contents

Table of contents

  • Die Heimarbeit im Kriege
  • Title page
  • Contents
  • I. Gewerbeordnung und Heimarbeit
  • II. Das Hausarbeitgesetz
  • III. Die Versicherung
  • IV. Heimarbeit im Militärsattlergewerbe und Militärschneidergewerbe
  • V. Gewerkschaften und Genossenschaften
  • VI. Die Bekämpfung der Arbeitslosigkeit und ihrer Folgen
  • VII. Heimarbeit und Landwirtschaft
  • VIII. Die Unterbringung Kriegsbeschädigter in der Heimarbeit
  • IX. Der Heimarbeiterschutz im Ausland
  • X. Ausblick

Full text

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: THEORY OF STATISTICS. variation on the standard-deviation of simple sampling is quite small, for, as calculated from equation (4), #=—(18 x 982 — 900) s=130/n/n as compared with 133/s/n. 13. We have finally to pass to the third condition (c) of § 8, Chap. XIIL, and to discuss the effect of a certain amount of dependence between the several “events” in each sample. We shall suppose, however, that the two other conditions (a) and (0) are fulfilled, the chances p and ¢ being the same for every event at every trial, and constant throughout the experiment. The problem is again most simply treated on the lines of § 5 of the last chapter. The standard-deviation for each event is (pg)! as before, but the events are no longer independent: instead, therefore, of the simple expression 0? =n.pg, we must have (cf. Chap. XL. § 2) o2=npq+2pq(rg +r t «oo Togt ooo) where, 7,4, 7,4, etc. are the correlations between the results of the first and second, first and third events, and so on—correlations for variables (number of successes) which can only take the values 0 and 1, but may nevertheless, of course, be treated as ordinary variables (¢f. Chap. XI. § 10). There are n(n —1)/2 correlation-coefficients, and if, therefore, 7 is the arithmetic mean of the correlations we may write a? =mnpg[l +7(n—-1)]. ; . (Bb) The standard-deviation of simple sampling will therefore be increased or diminished according as the average correlation between the results of the single events is positive or negative, and the effect may be considerable, as o may be reduced to zero or increased to m(pg)t. For the standard deviation of the propor- tion of successes in each sample we have the equation s2 = +r(n-1)] . (8) It should be noted that, as the means and standard-deviations for our variables are all identical, » is the correlation-coefficient for a table formed by taking all possible pairs of results in the n events of each sample. 286

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An Introduction to the Theory of Statistics. Griffin, 1927.
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