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학술저널

CHARACTERIZATIONS OF THE WEIBULL DISTRIBUTION BY THE INDEPENDENCE OF RECORD VALUES

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This paper presents some characterizations of theWeibull distribution by the independence of record values. We prove that X  Weibull(1, ), > 0 if and only if XU(n+1)XU(n+1)−XU(n)and XU(n+1)for n  1 are independent. We show that X  Weibull(1, ), > 0if and only if XU(n)XU(n+1)−XU(n) and XU(n+1) for n  1 are independent. And we establish that X  Weibull(1, ), > 0 if and only if XU(n+1)+XU(n) XU(n+1)−XU(n) and XU(n+1) for n  1 are independent.

1. Introduction

2. Main theorems

References

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