Characterization and Bayesian Inference for Exponentiated Generalized Standard Inverse Exponential Distribution.

Kawsar Fatima; SP Ahmad

No Detail Found!

Characterization and Bayesian Inference for Exponentiated Generalized Standard Inverse Exponential Distribution.

Author(s)

Kawsar Fatima Department of Statistics, University of Kashmir, Srinagar, India

SP Ahmad Department of Statistics, University of Kashmir, Srinagar, India

Abstract

In this paper, we have studied several properties of Exponentiated Generalized standard Inverse Exponential (EGSIE) distribution. The model is illustrated each in the real data as well as generated data. Bayesian Analysis of unknown parameter b of the EGSIED is examined under various priors and loss functions. Simulation study will be performed to compare the performance of the mean square error with varying sample sizes in R Software.

Publication Details

Page(s) 269-296

DOI DOI not available

Published Journal: Pakistan Journal of Statistics, Volume: 34, Issue: 4, Year: 2018

Request the full text from PASTIC

References

Abouammoh , A.M.,Alshingiti , A.M., 2009.Reliability estimation of generalized inverted exponential distribution,Journal of Statistical Computation and Simulation 79 1301 -1315

Fuller , E.J.,Frieman , S.,Quinn , J.,Quinn , G.,Carter , W., 1994.Fracture mechanics approach to the design of glass aircraft windows A case study,SPIE Proc. 2286 419 -430

Gupta,Kundu , D., 1999.Generalized exponential distributions,Australian and New Zealand Journal of Statistics 41 173 -188

Gupta,Kundu , D., 2001.Generalized Exponential Distribution: “Different Method of Estimations,Journal of Statistical Computations and Simulations 69 315 -337

H., 1964.An invariant form for the Prior Probability in estimation problems,Proceedings of the Royal Society of London, Series. A. 186 453 -461

Lin , C.,Duran , B.,Lewis , T., 1989.Inverted Gamma as a Life Distribution,Microelectronics and Reliability 29 619 -626

Oguntunde , P.E.,Adejumo , A.O.,Balogun , O.S., 2014.Statistical Properties of the Exponentiated Generalized Inverted Exponential Distribution,Applied Mathematics 4 47 -55

Parviz , N.,Rasoul , L.,Hossein , V., 2013.Classical and Bayesian estimation of parameters on the generalized exponentiated gamma distribution,Scientific Research and Essays 8 309 -314

Raqab , M.Z.,Madi , M.T., 2005.Bayesian Inference for the Generalized Exponential Distribution,Journal of Statistical Computation and Simulation 75 841 -852

Singh , S.K.,Singh , U.,Kumar , M., 2014.Bayesian inference for exponentiated pareto model with application to bladder cancer remission time, 15 403 -426

Citations

Downloads

Views