AbstractIn this paper we provide an interval of existence of critical mortality rate parameters A and α and its asymptotic expressions in Gompertz survival model, in the absence of age specific mortality data
The widely-known Gompertz law of mortality states the exponential increase of mortality with age in ...
The use of simple demographic indicators to describe mortality dynamics can obscure important featur...
International audienceGompertz’s law tells us that for humans above the age of 35 the death rate inc...
AbstractIn this paper we provide an interval of existence of negative critical mortality rate parame...
AbstractIn this paper, we provide an interval of existence of mortality rate parameters A and α and ...
AbstractIn this paper we provide an interval of existence of critical mortality rate parameters A an...
AbstractIn this paper, we have proved uniqueness theorems for estimation of age-dependent parameter ...
AbstractThe Gompertzian model of survival is a frequently used two parameter survival distribution. ...
The Gompertz demographic model describes rates of aging and age-independent mortality with the param...
AbstractThe Gompertz law of mortality quantitatively describes the mortality rate of humans and almo...
We defend the hypothesis that life-spanning population survivorship curves, as described by Gompertz...
Testing the Gompertz law (i.e. law of geometrical progression) for elderly mortality rates has been ...
In this research, we consider three different survival models under the assumption of Gomper...
A key goal of gerontology is to discover the factors that influence the rate of senescence, which in...
Gompertz and Weibull functions imply contrasting biological causes of demographic aging. The terms d...
The widely-known Gompertz law of mortality states the exponential increase of mortality with age in ...
The use of simple demographic indicators to describe mortality dynamics can obscure important featur...
International audienceGompertz’s law tells us that for humans above the age of 35 the death rate inc...
AbstractIn this paper we provide an interval of existence of negative critical mortality rate parame...
AbstractIn this paper, we provide an interval of existence of mortality rate parameters A and α and ...
AbstractIn this paper we provide an interval of existence of critical mortality rate parameters A an...
AbstractIn this paper, we have proved uniqueness theorems for estimation of age-dependent parameter ...
AbstractThe Gompertzian model of survival is a frequently used two parameter survival distribution. ...
The Gompertz demographic model describes rates of aging and age-independent mortality with the param...
AbstractThe Gompertz law of mortality quantitatively describes the mortality rate of humans and almo...
We defend the hypothesis that life-spanning population survivorship curves, as described by Gompertz...
Testing the Gompertz law (i.e. law of geometrical progression) for elderly mortality rates has been ...
In this research, we consider three different survival models under the assumption of Gomper...
A key goal of gerontology is to discover the factors that influence the rate of senescence, which in...
Gompertz and Weibull functions imply contrasting biological causes of demographic aging. The terms d...
The widely-known Gompertz law of mortality states the exponential increase of mortality with age in ...
The use of simple demographic indicators to describe mortality dynamics can obscure important featur...
International audienceGompertz’s law tells us that for humans above the age of 35 the death rate inc...
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