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Probabilistic Gompertz model of irreversible growth

Bulletin of Mathematical Biology, 2005
Characterizing organism growth within populations requires the application of well-studied individual size-at-age models, such as the deterministic Gompertz model, to populations of individuals whose characteristics, corresponding to model parameters, may be highly variable. A natural approach is to assign probability distributions to one or more model
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How could the Gompertz–Makeham law evolve

Journal of Theoretical Biology, 2009
In line with the origin of life from the chemical world, biological mortality kinetics is suggested to originate from chemical decomposition kinetics described by the Arrhenius equation k = A*exp(-E/RT). Another chemical legacy of living bodies is that, by using the appropriate properties of their constituent molecules, they incorporate all their ...
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Chebyshev approximation by Gompertz function

Matematychni Metody Ta Fizyko-Mekhanichni Polya, 2022
P. S. Malachivskyy   +2 more
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Gompertz and Gompertz-Makeham Distributions

2007
Albert W. Marshall, Ingram Olkin
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Fuzzy rank-based fusion of CNN models using Gompertz function for screening COVID-19 CT-scans

Scientific Reports, 2021
Rohit Kundu   +2 more
exaly  

Dynamic Gompertz Model

Applied Mathematics & Information Sciences, 2020
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Gompertz-Makeham Life Expectancies:Analytical Solutions, Approximations, and Inferences

2012
We study the Gompertz and Gompertz-Makeham mortality models. We prove that the resulting life expectancy can be expressed in terms of a hypergeometric function if the population is heterogeneous with gamma-distributed individual frailty, or an incomplete gamma function if the study population is homogeneous.
Missov, Trifon I.   +2 more
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