Bayes Estimation Under Different Censoring Patterns On Constant-Stress PALT

  • Gyan Prakash Assistant professor, Department of Community Medicine, M. L. N. Medical college, Allahabad, U. P.

Abstract

Two-Parameter Gompertz distribution is considered here for the Bayesian inference under the Constant-Stress Partially Accelerated Life Test (CS-PALT). The first-failure Progressive (FFP) censoring pattern and its special cases have used for the analysis based on Bayes estimators of all the parameters under two different asymmetric loss functions and their special cases. A simulation study has carried out for the numerical analysis.

Author Biography

Gyan Prakash, Assistant professor, Department of Community Medicine, M. L. N. Medical college, Allahabad, U. P.

Department of Community Medicine,
S. N. Medical college,

Published
2018-06-08
How to Cite
Prakash, G. (2018). Bayes Estimation Under Different Censoring Patterns On Constant-Stress PALT. Austrian Journal of Statistics, 47(4), 60-74. https://doi.org/https://doi.org/10.17713/ajs.v47i4.749