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Estimation with Sequential Order Statistics from Exponential Distributions  (Make Corrections)  
Erhard Cramer, Udo Kamps



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Abstract: Theli eti e of an ord i ary k-out-of-n system i descri ed by the (n - k +1)st order stati ti from an i) sample. Thi s set-upi s based on the assumpti that the fai lure of any component does not a#ect the remai ni ng ones. Si nce thi si s possi bly not fulfilledi n techni cal systems, sequenti order stati ti have been proposed to model a change of the resi dual li feti me di stri buti on after the breakdown of some component. We i vesti such sequenti k-out-of-n systems where the correspondi... (Update)

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BibTeX entry:   (Update)

@misc{ cramer-estimation,
  author = "Erhard Cramer and Udo Kamps",
  title = "Estimation with Sequential Order Statistics from Exponential Distributions",
  url = "citeseer.ist.psu.edu/395971.html" }
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