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Journal of Korean Society for Quality Management 1996;24(2): 77-. |
| A Bootstrap Test of Independence for an Absolutely Continuous Bivariate Exponential Model |
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| ABSTRACT |
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In this paper, we consider the problem of testing independence in the absolutely continuous bivariate exponential distribution of Block and Basu(1974). We construct a bootstrap procedure for testing zero and non-zero values of the parameter ${lambda}_3$ which measures the degree of dependence and compare the power of the bootstrap test with likelihood ratio test(LRT) by Gupta et al.(1984) and the test based on maximum likelihood estimator(MLE) $hat{{lambda}}_3$ by Hanagal and Kale(1991) for small and moderate sample sizes. |
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