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Contributions to the Mathematical Theory of Human Relations VIII: Size Distribution of Cities

Published online by Cambridge University Press:  01 January 2025

N. Rashevsky
N. Rashevsky*
Affiliation:
The University of Chicago
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Abstract

An attempt is made to connect the distribution function of the sizes of the cities with the distribution functions of some other characteristics of the individuals in the society. Several theoretical possibilities are discussed and different relations are derived. A possible connection with some observed relations is discussed.

Type
Original Paper
Information
Psychometrika , Volume 9 , Issue 3 , September 1944 , pp. 201 - 215
Copyright
Copyright © 1944 The Psychometric Society

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References

Rashevsky, N. Outline of a mathematical theory of human relations. Philosophy of Science, 1935, 2, 413–429.CrossRefGoogle Scholar
Rashevsky, N. Further contributions to the mathematical theory of human relations. Psychometrika, 1936, 1, 21–31.CrossRefGoogle Scholar
Rashevsky, N. Studies in mathematical theory of human relations. Psychometrika, 1939, 4, 221–239.CrossRefGoogle Scholar
Rashevsky, N. Studies in mathematical theory of human relations, II. Psychometrika, 1939, 4, 283–299.CrossRefGoogle Scholar
Rashevsky, N. Contributions to the mathematical theory of human relations. III.. Psychometrika, 1940, 5, 203–210.CrossRefGoogle Scholar
Rashevsky, N. Contributions to the mathematical theory of human relations. IV. Outline of a mathematical theory of individual freedom. Psychometrika, 1940, 5, 299–303.CrossRefGoogle Scholar
Rashevsky, N. Note on the mathematical theory of interaction of social classes. Psychometrika, 1941, 6, 43–47.CrossRefGoogle Scholar
Rashevsky, N. On the variation of the structure of a social group with time. Psychometrika, 1941, 6, 273–277.CrossRefGoogle Scholar
Rashevsky, N. and Householder, A. S. On the mutual influence of individuals in a social group. Psychometrika, 1941, 6, 317–321.CrossRefGoogle Scholar
Rashevsky, N. Contributions to the mathematical theory of human relations. V.. Psychometrika, 1942, 7, 117–134.CrossRefGoogle Scholar
Rashevsky, N. Further studies in the mathematical theory of interaction of individuals in a social group. Psychometrika, 1942, 7, 225–232.CrossRefGoogle Scholar
Rashevsky, N. Contributions to the mathematical theory of human relations. VI. Periodic fluctuations in the behavior of social groups. Psychometrika, 1943, 8, 81–85.CrossRefGoogle Scholar
Rashevsky, N. Contributions to the mathematical theory of human relations. VII. Outline of a mathematical theory of the size of cities. Psychometrika, 1943, 8, 87–90.CrossRefGoogle Scholar
Zipf, G. K. National unity and disunity, Bloomington, Ind.: The Principia Press, 1941.Google Scholar