A NEW APPROACH TO MAXIMUM LIKELIHOOD ESTIMATION OF THE THREE-PARAMETER GAMMA AND WEIBULL DISTRIBUTIONS
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Publication:4029928
DOI10.1111/j.1467-842X.1991.tb00443.xzbMath0850.62241WikidataQ59988474 ScholiaQ59988474MaRDI QIDQ4029928
Michael McAleer, Jun Bai, Anthony J. Jakeman
Publication date: 1 April 1993
Published in: Australian Journal of Statistics (Search for Journal in Brave)
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Maximum likelihood parameter estimation in the three-parameter gamma distribution ⋮ Mvu estimation in a shifted gamma distribution with shape parameter a known integer ⋮ A Consistent Method of Estimation For The Three-Parameter Gamma Distribution ⋮ Parameter and quantile estimation for the three-parameter gamma distribution based on statistics invariant to unknown location ⋮ Bayesian Inference Based on Robust Priors and MML Estimators: Part II, Skew Location-scale Distributions ⋮ Use of the heuristic optimization in the parameter estimation of generalized gamma distribution: comparison of GA, DE, PSO and SA methods ⋮ Estimation in the three-parameter gamma distribution based on the empirical moment generation function ⋮ Double-looped maximum likelihood estimation for the parameters of the generalized gamma distribution ⋮ Estimation in the Three-Parameter Gamma Distribution Based on the Profile Log-Likelihood Function ⋮ Sufficient Conditions for the Existence of a Solution for the Log-Likelihood Equations in the Three-Parameter Gamma Distribution
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