Skip to main content

A mathematical model of the physiological dynamics of aging and correlated mortality selection: II. Application to the Duke Longitudinal Study.

Publication ,  Journal Article
Manton, KG; Woodbury, MA
Published in: Journal of gerontology
July 1983

Given that mortality risks at advanced ages (over 85) due to circulatory diseases have decreased recently and that it is likely that the effects of risk factors change with age, it is important to study the age dynamics of circulatory disease and circulatory risk factors in elderly populations. Analysis of chronic disease risks, however, is complicated at advanced ages because of the prominence of natural age increases in risk and the rapid rate at which health status changes at those ages. As a consequence, to identify the effects of putative risk factors at advanced ages one must employ appropriate analytic procedures to isolate risk factor effects from aging dynamics. Special risk assessment procedures developed to represent age-related biological processes aare applied to an analysis of circulatory disease risk in a study population with a mean age at study entry of over 70 years--the first Duke University Longitudinal Study of Aging population.

Duke Scholars

Altmetric Attention Stats
Dimensions Citation Stats

Published In

Journal of gerontology

DOI

ISSN

0022-1422

Publication Date

July 1983

Volume

38

Issue

4

Start / End Page

406 / 413

Related Subject Headings

  • Sex Factors
  • Risk
  • Models, Theoretical
  • Male
  • Longitudinal Studies
  • Humans
  • Female
  • Coronary Disease
  • Cerebrovascular Disorders
  • Blood Circulation
 

Citation

APA
Chicago
ICMJE
MLA
NLM
Manton, K. G., & Woodbury, M. A. (1983). A mathematical model of the physiological dynamics of aging and correlated mortality selection: II. Application to the Duke Longitudinal Study. Journal of Gerontology, 38(4), 406–413. https://doi.org/10.1093/geronj/38.4.406
Manton, K. G., and M. A. Woodbury. “A mathematical model of the physiological dynamics of aging and correlated mortality selection: II. Application to the Duke Longitudinal Study.Journal of Gerontology 38, no. 4 (July 1983): 406–13. https://doi.org/10.1093/geronj/38.4.406.
Manton, K. G., and M. A. Woodbury. “A mathematical model of the physiological dynamics of aging and correlated mortality selection: II. Application to the Duke Longitudinal Study.Journal of Gerontology, vol. 38, no. 4, July 1983, pp. 406–13. Epmc, doi:10.1093/geronj/38.4.406.

Published In

Journal of gerontology

DOI

ISSN

0022-1422

Publication Date

July 1983

Volume

38

Issue

4

Start / End Page

406 / 413

Related Subject Headings

  • Sex Factors
  • Risk
  • Models, Theoretical
  • Male
  • Longitudinal Studies
  • Humans
  • Female
  • Coronary Disease
  • Cerebrovascular Disorders
  • Blood Circulation