两成败型元件可靠性之差的经典精确最优置信下限

THE CLASSICAL EXACT OPTIMAL LOWER CONFIDENCE LIMIT OF DIFFERENCE BETWEEN RELIABILITIES OF TWO PASS-FAIL COMPONENTS

  • 摘要: 设有可靠性分别为p1p2的两成败型元件.第i个元件试验Ni次,成功Si次(i=1,2),本文利用样本点排序的方法给出了Q=p1-p2的经典的置信下限,并讨论了所得置信下限的精确性及最优性.

     

    Abstract: Suppose that there are two pass-fail components whose reliabilities are p1, p2 respectively. Let us assume that the test numbers are N1, N2 and the success numbers are S1, S2. It is the goal of this article to discuss the classical exact lower confidence limit of difference θ=p1-p2.In this paper we give the ordering rule of sample points and develop a method finding classical exact lower confidence limit of θ by using the ordering method of sample points. Morever we prove the exactness and optimality of our results.

     

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