Bayes Estimator of Generalized-Exponential Parameters under Linex Loss Function Using Lindley's Approximation | Zendy

R. Karan Singh | Zendy; Sanjay Kumar Singh | Zendy; Umesh Singh | Zendy; Gyan Prakash Singh | Zendy

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Bayes Estimator of Generalized-Exponential Parameters under Linex Loss Function Using Lindley's Approximation

Author(s) -

R. Karan Singh,

Sanjay Kumar Singh,

Umesh Singh,

Gyan Prakash Singh

Publication year - 2008

Publication title -

data science journal

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.358

H-Index - 21

ISSN - 1683-1470

DOI - 10.2481/dsj.7.65

Subject(s) - scope (computer science) , computer science , usability , implementation , transparency (behavior) , open data , metadata , function (biology) , data science , world wide web , software engineering , computer security , human–computer interaction , evolutionary biology , biology , programming language

In this paper, we have obtained the Bayes Estimator of Generalized-Exponential scale and shape parameter using Lindley's approximation (L-approximation) under asymmetric loss functions. The proposed estimators have been compared with the corresponding MLE for their risks based on simulated samples from the Generalized-Exponential distribution

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