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Survival of related individuals: an extension of some fundamental results of heterogeneity analysis.

Publication ,  Journal Article
Yashin, AI; Iachine, IA
Published in: Mathematical population studies
January 1995

"Many ideas in the analysis of heterogeneous mortality are based on the relationship between individual and observed hazard rates. This connection is established with the help of conditional averaging procedure: The observed risk of death at age x is calculated among those who survive this age. The analogy of this result for bivariate survival model with correlated individual hazards is derived. In the case of correlated frailty model the parametric specification of the mean, variance and correlation coefficient of the bivariate frailty distribution among survivors is obtained. The relationship between local association measure and the characteristics of the bivariate frailty distribution among survivors is established." (SUMMARY IN FRE)

Duke Scholars

Published In

Mathematical population studies

DOI

ISSN

0889-8480

Publication Date

January 1995

Volume

5

Issue

4

Start / End Page

321 / 377

Related Subject Headings

  • Survival Rate
  • Risk Assessment
  • Research
  • Population Dynamics
  • Population Characteristics
  • Population
  • Mortality
  • Models, Theoretical
  • Longevity
  • Evaluation Studies as Topic
 

Citation

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Yashin, A. I., & Iachine, I. A. (1995). Survival of related individuals: an extension of some fundamental results of heterogeneity analysis. Mathematical Population Studies, 5(4), 321–377. https://doi.org/10.1080/08898489509525410
Yashin, A. I., and I. A. Iachine. “Survival of related individuals: an extension of some fundamental results of heterogeneity analysis.Mathematical Population Studies 5, no. 4 (January 1995): 321–77. https://doi.org/10.1080/08898489509525410.
Yashin AI, Iachine IA. Survival of related individuals: an extension of some fundamental results of heterogeneity analysis. Mathematical population studies. 1995 Jan;5(4):321–77.
Yashin, A. I., and I. A. Iachine. “Survival of related individuals: an extension of some fundamental results of heterogeneity analysis.Mathematical Population Studies, vol. 5, no. 4, Jan. 1995, pp. 321–77. Epmc, doi:10.1080/08898489509525410.
Yashin AI, Iachine IA. Survival of related individuals: an extension of some fundamental results of heterogeneity analysis. Mathematical population studies. 1995 Jan;5(4):321–377.
Journal cover image

Published In

Mathematical population studies

DOI

ISSN

0889-8480

Publication Date

January 1995

Volume

5

Issue

4

Start / End Page

321 / 377

Related Subject Headings

  • Survival Rate
  • Risk Assessment
  • Research
  • Population Dynamics
  • Population Characteristics
  • Population
  • Mortality
  • Models, Theoretical
  • Longevity
  • Evaluation Studies as Topic