On the incompatibility of gompertz or weibull survival dynamics with exponentially distributed individual lifespans (original) (raw)
Related papers
A RETURN TO TIME, CELLS, SYSTEMS, AND AGINGI IV. FURTHER THOUGHTS ON GOMPERTZIAN SURVIVAL DYNAMICS
The natural distribution of survival
Journal of Theoretical Biology, 2008
Survival as a Function of Life Expectancy
Demographic Research, 2009
Mechanisms of Ageing and Development, 1988
On the 'rate of aging' in heterogeneous populations
Mathematical biosciences, 2011
Gompertz-Makeham Life Expectancies: Analytical Solutions, Approximations, and Inferences
2012
Intrinsic time scaling in survival analysis: Application to biological populations
Bulletin of Mathematical Biology, 1994
Tim Eakin, tarynn Witten, Tarynn M Witten
Mechanisms of Ageing and Development, 1986
Some properties of classes of life distributions with unknown age
Statistics & Probability Letters, 2004
2015
Gompertz survival model parameters: Estimation and sensitivity
Applied Mathematics Letters, 1992
Insurance: Mathematics and Economics, 2007
Evolutionary theory of ageing and the problem of correlated Gompertz parameters
Mortality Plateau – the Gamma-Gompertz and Other Plausible Mixture Models
2010
Analytic expressions for life expectancy in Gamma-Gompertz Mortality Settings
MPIDR Working Papers, 2010
On closed-form expressions to Gompertz-Makeham life expectancy
2020
Gompertz–Makeham life expectancies: Expressions and applications
Theoretical Population Biology, 2013
Search for an unitary mortality law through a theoretical model for biological ageing
1997
Mechanics of population aging and survival
Biogerontology, 2018
Age-dependent birth and death processes
Probability Theory and Related Fields, 1972
Journal of Theoretical Biology, 1995
A Model of Aging and a Shape of the Observed Hazard Rate
2002
Mathematical and Computer Modelling, 2007
Modelling the evolution of rates of ageing
Resonance, 1998
A New Model of Ageing and Mortality
British Actuarial Journal, 2009
On a link between a species survival time in an evolution model and the Bessel distributions
Brazilian Journal of Probability and Statistics, 2013
Stochasticity, heterogeneity, and variance in longevity in human populations
2002