Population Growth of the Sexes
We omit a deterministic model introduced by Goodman that distinguishes between married and unmarried persons, and a simple stochastic model for the sex ratio when males and females reproduce independently but may have offspring of either sex.
KeywordsCovariance Stein Cali
Unable to display preview. Download preview PDF.
- 4.Christopher Tietze, “A note on the sex ratio of abortions,” Human Biology, Vol. 20 (1948), pp. 156–160.Google Scholar
- 6.Rachel M. Jenss, “An inquiry into methods of studying the sex ratio at birth for the United States during war and postwar years,” Human Biology, Vol. 15 (1943), No. 3, pp. 255–266.Google Scholar
- 7.S. Parkes, “The physiological factors governing the proportions of the sexes in man,” The Eugenics Review, Vol. XVII (1926), pp. 275–291.Google Scholar
- 9.H. Stranskov, “On the variance of human live birth sex ratios,” Human Biology, Vol. 14 (1941), No. 1, pp. 85–94.Google Scholar
- 10.A. Ciocco, “Variation in the sex ratios at birth in the United States,” Human Biology, Vol. 10 (1938), pp. 35–64.Google Scholar
- 11.W. J. Martin, “A comparison of the trends of male and female mortality,” Journal of the Royal Statistical Society, Series A, Vol. CXIV (1951), Part 3, pp. 287–298.Google Scholar
- 17.J. Hajnal, “Some comments on Mr. Karmel’s paper ‘The relation between male and female reproduction rates’,” Population Studies, Vol. 2 (1948), No. 3, pp. 352–360.Google Scholar
- 19.W. S. Hocking, “The balance of the sexes in Great Britain,” Journal of the Institute of Actuaries, Vol. 74 (1948), pp. 340–344.Google Scholar
- 23.William Feller, “Diffusion processes in genetics,” Proceedings of the Second Berkeley Symposium of Mathematical Statistics, University of California Press (1951), pp. 227–246.Google Scholar
- 24.T. E. Harris, “Some mathematical models for branching processes,” Proceedings of the Second Berkeley Symposium of Mathematical Statistics, University of California Press (1951), pp. 305–328.Google Scholar
- 25.P. A. P. Moran, “Estimation methods for evolutive processes,” Journal of the Royal Statistical Society, Series B, Vol. XIII (1951), No. 1, pp. 141–146.Google Scholar