Applied Mathematics

Applied Mathematics

ISSN Print: 2152-7385
ISSN Online: 2152-7393
www.scirp.org/journal/am
E-mail: am@scirp.org
"The Odd Generalized Exponential Gompertz Distribution"
written by M. A. El-Damcese, Abdelfattah Mustafa, B. S. El-Desouky, M. E. Mustafa,
published by Applied Mathematics, Vol.6 No.14, 2015
has been cited by the following article(s):
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[3] The Generalized Odd Generalized Exponential Gompertz Distribution with Applications
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[5] Laplace transformed properties of the extended power-Gompertz model: Simulation and applications
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[6] A new univariate continuous distribution with applications in reliability
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[7] Gompertz Topp–Leone invers Rayleigh Distributions: Some Properties and Application
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[8] A new extension of the two-parameter bathtub hazard shaped distribution
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[9] The Gompertz-Topp Leone-G Family of Distributions with Applications
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[11] The Odd Truncated Inverse Exponential-Weibull-Exponential Distribution
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[13] A study on exponentiated Gompertz distribution under Bayesian discipline using informative priors
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[14] Gompertz-modified Burr XII distribution: properties and applications
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[15] A Transmuted Power Gompertz Distribution: Properties and Applications
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[16] Estimating the Parameters of (POGE-G) Distribution and Its Application to Egyptian Mortality Rates
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[17] Topp-Leone Gompertz Distribution: Properties and Applications
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[18] Properties and Applications of a Transmuted Power Gompertz Distribution
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[19] Theoritical analysis of the generalized odd lindley-gompertz distribution
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[20] A New Odd Lindley-Gompertz Distribution: Its Properties and Applications
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[21] Classical and Bayesian Inferential Procedures in Various Life Testing Models
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[22] A new generalization of the Gompertz Makeham distribution: theory and application in reliability
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[23] Construction of the tetration distribution based on the continuous iteration of the exponential‐minus‐one function
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[24] A Comparison of data Analysis with in Johnson Distribution and Odd Distributions by using the Goodness-of-Fit Measures
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[25] Log Exponential-Pareto Regression Models
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[26] On the properties and applications of the odd lindley-gompertz distribution
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[27] APPROXIMATE BAYESIAN ESTIMATION FOR ODD BURR III LOMAX DISTRIBUTION
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[28] On the properties and Applications of the Odd-Lindley Gompertz Distribution
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[29] The Modified Beta Gompertz Distribution: Theory and Applications
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[30] On Properties and Applications of Lomax-Gompertz Distribution
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[31] A Power Gompertz Distribution: Model, Properties and Application to Bladder Cancer Data
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[32] Unit-Gompertz Distribution with Applications
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[33] A new extended generalized Gompertz distribution with statistical properties and simulations
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[34] Estimating Lifetime Benefits Associated with Immuno-Oncology Therapies: Challenges and Approaches for Overall Survival Extrapolations
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[35] Properties of the odd Generalized Exponential-Exponential Distribution and its Inferences
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[36] Estimation the parameters of Odd Generalized Exponential-Gompertez distribution
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[37] Some Statistical Properties of the Beta Exponentiated Gompertz Distribution
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[38] Odd Generalized Exponential Flexible Weibull Extension Distribution
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[39] The adjusted Fisk Weibull distribution: properties and applications
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[40] The Hazard-Product method of generalization: Application to the gompertz and exponentiated Half-Normal distributions
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[41] Maximum Likelihood Estimation in the Odd Generalized Exponential-Exponential Distribution
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[42] The Odd Generalized Exponential Generalized Linear Exponential Distribution
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[43] Theoritical Analysis of Odd Generalized Exponential Inverse-Exponential Distribution
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[44] The Exponentiated Generalized Flexible Weibull Extension Distribution
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[45] The Odd Generalized Exponential Log Logistic Distribution
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[46] The Odd Generalized Exponential Linear Failure Rate Distribution
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