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References
Du Pasquier, L. Gustav (
1912
). Mathematische Theorie der Invaliditatsversicherung. Mitteil. Verein. Schweizer Versicherungsmath
, 7
, 1
–7
.Du Pasquier, L. Gustav (
1913
). Mathematische Theorie der Invaliditatsversicherung
. Mitteil. Verein. Schweizer Versicherungsmath
, 8
, 1
–153
.Fix, Evelyn, & Neyman, Jerzy (
1951
). A Simple Stochastic Model of Recovery, Relapse, Death and Loss of Patients
. Human Biology
, 23
, 205
–241
.Hoem, Jan M. (
1970
). A Probabilistic Approach to Nuptiality
. Biométrie-Praximétrie
, 11
, 3
–19
.Hoem, Jan M. (
1970
). Probabilistic Fertility Models of the Life Table Type
. Theoretical Population Biology
, 1
, 12
–38
. 10.1016/0040-5809(70)90040-7Hoem, Jan M. (
1972
). Inhomogeneous Semi-Markov Processes, Select Actuarial Tables, and Duration-Dependence in Demography
. In Greville, T. N. E. (Ed.), Population Dynamics
(pp. 251
–296
). New York
: Academic Press
.Hoem, Jan M. (
1972
). On the Statistical Theory of Analytic Graduation
Proceedings of the Sixth Berkeley: Symposium on Mathematical Statistics and Probability
(pp. 569
–600
). Berkeley
: University of California Press
.Schoen, Robert (
1975
). Constructing Increment-Decrement Life Tables
. Demography
, 12
, 313
–324
. 10.2307/2060768Schoen, Robert, & Nelson, Verne E. (
1974
). Marriage, Divorce, and Mortality: A Life Table Analysis
. Demography
, 11
, 267
–290
. 10.2307/2060563© Population Association of America 1975
1975
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