On Gompertz growth model and related difference equations
AG Nobile, LM Ricciardi, L Sacerdote - Biological Cybernetics, 1982 - Springer
AG Nobile, LM Ricciardi, L Sacerdote
Biological Cybernetics, 1982•SpringerWithin the context of the dynamics of populations described by first order difference
equations a datailed study of the Gompertz growth model is performed. This is mainly
achieved by proving several theorems for a class of difference equations generalizing the
Gompertz equation. Some interesting features of the discrete Gompertz model, not exhibited
by other well known growth models, are finally pointed out.
equations a datailed study of the Gompertz growth model is performed. This is mainly
achieved by proving several theorems for a class of difference equations generalizing the
Gompertz equation. Some interesting features of the discrete Gompertz model, not exhibited
by other well known growth models, are finally pointed out.
Abstract
Within the context of the dynamics of populations described by first order difference equations a datailed study of the Gompertz growth model is performed. This is mainly achieved by proving several theorems for a class of difference equations generalizing the Gompertz equation. Some interesting features of the discrete Gompertz model, not exhibited by other well known growth models, are finally pointed out.
Springer
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