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where B represents, as before, a generic service time Then we have P (D > b) = P (SM > b) Consequently, if X1 is subexponential (which is the case if B is), then P(D > b) EM P(X1 > b) as b (see [36]) The development of ef cient simulation estimators for the tail of D has traditionally focused (as we will do here) on estimating P (Sm > b) ef ciently as b (for xed m) The reason is that, in this heavy-tailed setting, the event {SM > b} is essentially caused by extreme behavior of the increments Xj , and not so much by unusual behavior of the geometric random variable M java ean 13 reader Java Barcode Reader Tutorial to scan, read linear, 2d barcodes in ...
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