Downloads: 130 | Views: 362
Research Paper | Statistics | India | Volume 6 Issue 6, June 2017 | Popularity: 6.1 / 10
Bayesian Estimation of the Parameter of Inverse ? Maxwell Distribution under SELF and Precautionary Loss Functions
Kusum Lata Singh, R. S. Srivastava
Abstract: In this paper, we have discussed Bayesian estimation of the parameter of an Inverse Maxwell Distribution. Bayes estimators of the scale parameter of the Inverse Maxwell Distribution using quasi-prior under squared error, precautionary, entropy and another two loss functions have been obtained and the corresponding risk functions of these estimators relative to squared error loss function have also been calculated for the sake of comparison. The relevant graphs have been plotted.
Keywords: Inverse Maxwell Distribution, SELF, Precautionary Loss, Entropy Loss, Loss function -I, Loss function-II, Risk function etc
Edition: Volume 6 Issue 6, June 2017
Pages: 681 - 685
Make Sure to Disable the Pop-Up Blocker of Web Browser
Similar Articles
Downloads: 117
Research Paper, Statistics, India, Volume 3 Issue 9, September 2014
Pages: 1835 - 1839Bayesian Estimation of Parameter of Inverse Maxwell Distribution via Size-Biased Sampling
Kusum Lata Singh, R. S. Srivastava
Downloads: 125
Informative Article, Statistics, India, Volume 5 Issue 8, August 2016
Pages: 520 - 524An Informative Overview on Classical Inference and Bayesian Inference
Maitreya N. Acharya
Downloads: 134
Research Paper, Statistics, India, Volume 5 Issue 9, September 2016
Pages: 736 - 742Bayesian Estimation of the Failure Rate Using Extension of Jeffreys? Prior Information with Three Loss Functions
A. Lavanya, T. Leo Alexander
Downloads: 142
Research Paper, Statistics, India, Volume 5 Issue 9, September 2016
Pages: 96 - 103Bayesian Estimation of Parameters under the Constant Shape Bi-Weibull Distribution Using Extension of Jeffreys? Prior Information with Three Loss Functions
A. Lavanya, T. Leo Alexander