Simulation and estimation problems associated with the 3-parameter gamma density

Simulation and estimation problems

K. 0. Bowman Oak Ridge National Laboratory, Oak Ridge, Tennessee, 37831

L. R. Shenton University of Georgia, Athens, Georgia, 30602

H. K. Lam Bell Communications Research, The Chinese University of Hong Kong, Red Bank, New Jersey, 07701

Citations (7)

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K. O. Bowman, L. R. Shenton & Chris Karlof. (1995) Estimation problems associated with the three parameter gamma distribution. Communications in Statistics - Theory and Methods 24:5, pages 1355-1376.
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J. V. Carnahan. (1989) Maximum Likelihood Estimation for the 4-Parameter Beta Distribution. Communications in Statistics - Simulation and Computation 18:2, pages 513-536.
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Articles from other publishers (5)

Cong Wang, Tonghui Wang, David Trafimow & Zhaohui Xu. 2022. Credible Asset Allocation, Optimal Transport Methods, and Related Topics. Credible Asset Allocation, Optimal Transport Methods, and Related Topics 285 298 .

Wan-Kai Pang, Shui-Hung Hou, Bosco W.T Yu & Ken W.K Li. (2004) A simulation based approach to the parameter estimation for the three-parameter gamma distribution. European Journal of Operational Research 155:3, pages 675-682.
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H. Hirose. (1998) Parameter estimation for the 3-parameter Gamma distribution using the continuation method. IEEE Transactions on Reliability 47:2, pages 188-196.
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Hideo Hirose. (1995) Maximum likelihood parameter estimation in the three-parameter gamma distribution. Computational Statistics & Data Analysis 20:4, pages 343-354.
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. (1995) Discussion of the Paper by Cheng and Traylor. Journal of the Royal Statistical Society: Series B (Methodological) 57:1, pages 24-44.
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Simulation and estimation problems associated with the 3-parameter gamma density