Volume : V, Issue : VIII, August - 2016
TWO PARAMETER RAYLEIGH DISTRIBUTION AND ASYMMETRIC LOSS FUNCTIONS: A BAYESIAN PERSPECTIVE
Maitreya N. Acharya
Abstract :
We shall note that the phenomenon of change point is observed in several situations when we study a life time model. At some point of time, we observe instability in the sequence of life time under observation and study. Our study is mainly focused to find that change point, where we need to find out at what time and at which point, the changes begin to occur. This entire phenomenon is called the change point inference problem. Here, we have clearly proposed the Bayesian Estimation Method as a strong and valid alternative to the method of Classical Estimation. Our purpose is to study the Two Parameter Rayleigh Model with a change point from the Bayesian point of view using Asymmetric Loss Functions.
Keywords :
Two Parameter Rayleigh Distribution Two Parameter Rayleigh Life Time Model Scale Parameter Location Parameter Bayes Estimates Change Point Asymmetric Loss Functions Linex Loss Function General Entropy Loss Function
Article:
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DOI : https://www.doi.org/10.36106/gjra
Cite This Article:
Maitreya N. Acharya TWO PARAMETER RAYLEIGH DISTRIBUTION AND ASYMMETRIC LOSS FUNCTIONS: A BAYESIAN PERSPECTIVE Global Journal For Research Analysis,Volume-5, Issue-8, August‾2016
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Maitreya N. Acharya TWO PARAMETER RAYLEIGH DISTRIBUTION AND ASYMMETRIC LOSS FUNCTIONS: A BAYESIAN PERSPECTIVE Global Journal For Research Analysis,Volume-5, Issue-8, August‾2016