Literature DB >> 21318715

A computer model of family building based on expected values.

R G Potter1, J M Sakoda.   

Abstract

A computerized probability model of family building is described. Called FERMOD, the model is designed to follow the changing distribution of children ever born and birth intervals of a large homogeneous population as it moves through the reproductive period. Use of the model presupposes assumptions about such factors as risks of fetal wastage, lengths of pregnancy, and postdelivery amenorrhea conditional to outcome of pregnancy, length of reproductive period, fecundability, desired family size, preferred birth spacing!, and effectiveness of contraception. Use of FERMOD is illustrated in a limited application to United States fertility. Relations to other models are briefly discussed.

Entities:  

Year:  1966        PMID: 21318715     DOI: 10.2307/2060170

Source DB:  PubMed          Journal:  Demography        ISSN: 0070-3370


  4 in total

1.  An analytic simulation model of human reproduction with demographic and biological components.

Authors:  J C Ridley; M C Sheps
Journal:  Popul Stud (Camb)       Date:  1966-03

2.  DYSTAL MANUAL (DYNAMIC STORAGE ALLOCATION LANGUAGE IN FORTRAN).

Authors:  J M SAKODA
Journal:  Behav Sci       Date:  1965-04

3.  Some relationships between short range and long range risks of unwanted pregnancy.

Authors:  R G POTTER
Journal:  Milbank Mem Fund Q       Date:  1960-07

4.  The duration of postpartum amenorrhea.

Authors:  E J Salber; M Feinleib; B Macmahon
Journal:  Am J Epidemiol       Date:  1965-11       Impact factor: 4.897

  4 in total
  3 in total

1.  Conceptive delay, nonsusceptible period, and cohort fertility patterns.

Authors:  C F Lee; K H Lin
Journal:  Demography       Date:  1975-02

2.  Abortion and family-binding models: fertility limitation in Hungary.

Authors:  K Ford
Journal:  Demography       Date:  1976-11

3.  Duration of residence and prospective migration: the evaluation of a stochastic model.

Authors:  P A Morrison
Journal:  Demography       Date:  1967-06
  3 in total

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