Titlebook: Advances in Stochastic Simulation Methods; N. Balakrishnan,V. B. Melas,S. Ermakov Book 2000 Springer Science+Business Media New York 2000

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Christopher K. H. Koh,William J. Williamsch is to minimize the maximum integrated mean squared error of the fitted values, subject to an unbiasedness constraint. The maxima are taken over broad classes of departures from the `‘ideal’ model. The methods yield particularly simple treatments of otherwise intractable design problems. This poin

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Life cycle maintenance management double exponential models and report on the efficiency changes in both types of designs when the nominal values of the parameters are misspecified..Our results show that while .-optimal designs may appear as a more rational criterion, .-optimal designs can be less sensitive to misspecification in t

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https://doi.org/10.1007/978-1-4471-1837-4esigns (for . prime or a power of a prime), in the conventional sense of such designs as defined, for example, by Finney (1960, p73) or as displayed in the classic set of NBS tables (., .). Following a standard notation, we refer to these as .. designs, implying a division of the selected fraction i

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https://doi.org/10.1007/978-1-4471-1837-4lues for . and are therefore . optimal. An exact optimal design can be seen as a choice of . points ..,…, .. out of a set .. Two sets will be considered in this paper: an interval. = .. = [.., ..]and a set. = .. ={..,…, ..}which consists of a finite number of candidate points. If the set .. is used

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