Late-Life Mortality Plateau
Cross-source consensus on Late-Life Mortality Plateau from 1 sources and 6 claims.
1 sources · 6 claims
How it works
Dosage & preparation
Evidence quality
Highlighted claims
- The model predicts that mortality becomes constant after the characteristic age delta. — Life equations for the senescence process☆
- The half-life of survival at very advanced ages is 0.693 divided by A. — Life equations for the senescence process☆
- At very advanced ages, survival follows first-order decay with rate constant A. — Life equations for the senescence process☆
- U.S. logarithmic mortality trajectories from 1999 to 2007 reached a plateau near age 104. — Life equations for the senescence process☆
- The 1898 U.S. female cohort showed a plateau after age 104, unlike the 1895 cohort before that age. — Life equations for the senescence process☆
- Human mortality plateaus may be difficult to observe because very large cohorts are needed at advanced ages. — Life equations for the senescence process☆