The Gompertz Nadarajah-Haghighi (GoNH) Distribution Properties with Application to Real Data
In this study, we propose a continuous statistical distribution consisting of four parameters based on the Gompertz family called the Gompertz Nadarajah-Haghighi (GoNH) distribution.
Dalya Dheab Ahmed +1 more
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The Gompertz-Makeham distribution
This work is about the Gompertz-Makeham distribution. The distribution has been applied plenty of times. The properties of the Gompertz-Makeham distribution investigated in this work are unimodality of the Gompertz-Makeham distribution and relationship between the median value and the mean residual life time of the Gompertz-Makeham distribution.
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Some Additional Facts About Unit -Gompertz Distribution
Sindhu, Tabassum Naz +4 more
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A novel two-parameter continuous model titled the entropy-transformed Gompertz (ETGPZ) distribution has been developed via the entropy transform. A new framework has been investigated and found to meet the criteria of the probability function.
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The Gompertz distribution and its applications.
"In this paper we study the underlying Gompertz distribution and develop formulae for the moments and other characteristics of this useful but apparently unknown distribution. We find that the skewness and kurtosis of the distribution are fixed constants independent of the two distribution parameters, and this would appear to be the reason for the ...
J H, Pollard, E J, Valkovics
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Statistical analysis of dependent competing risks model from Gompertz distribution under progressively hybrid censoring. [PDF]
Shi Y, Wu M.
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Statistical inference for Gompertz distribution under adaptive type-II progressive hybrid censoring. [PDF]
Lv Q, Tian Y, Gui W.
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Time-constant absolute effect measures for time-to-event outcomes. [PDF]
Kuss O, Hoyer A.
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Bayesian Model Averaging of Parametric Coalescent Models for Phylodynamic Inference. [PDF]
Xu Y, Chen K, Xie D, Drummond AJ.
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Dynamic assessment of the ecological value of cultivated land based on the Gompertz curve model: A case study of Lezhi County, China. [PDF]
Yuan L, Chen H, Xu J, Wang H.
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