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reduction techniques, and prove unbiasedness, was not a practical thing to do for MCNP purposes Spanier [28], for instance, has an estimator for sampling from biased transport kernels (p 114) and a different estimator for splitting and Russian roulette (p 128) Presumably if one uses both methods at the same time, one needs to de ne yet another estimator for the combination The philosophy for transport Monte Carlo is quite different An example may help illustrate the difference Suppose three people are working on a Monte Carlo calculation that is broken into three time intervals 0 t < T1 , T1 t < T2 , and T2 t < T3 The ith person is responsible for the non-analog Monte Carlo methods used in the ith time interval The rst person does not need to know how the next two people will choose to do the sampling in their time intervals The rst person can use any non-analog techniques he likes, provided he guarantees the second person that if all samplings for t T1 are analog, then all mean estimates will be the same as if the entire calculation 0 t < T3 were done analog The second person need not know how the third person will choose to do the sampling The second person can use any non-analog techniques he likes, provided he guarantees the third person that if all samplings for t T2 are analog, then all mean estimates will be the same as if the entire calculation 0 t < T3 were done analog The third person can use any non-analog techniques he likes, provided he too preserves the mean estimates that would occur if his part of the transport were purely analog The dif culties associated with proving unbiasedness for arbitrary combinations of variance reduction techniques were resolved by introducing the notion of variance reduction as a set of fair games A game (eg, splitting) is said to be fair if the mean values of all estimates are the same as a totally analog Monte Carlo procedure That is, except for computation time, Monte Carlo transport practitioners would be happy with mean results from an analog calculation The practitioners do not care what variance reduction games are played as long as the mean results are unaffected and the calculation is ef cient Transport results in MCNP do not rely on the estimator concept Instead, MCNP relies on the concept of a fair game and a proof [12] that any combination of fair games is also a fair game One nal comment about discarding the estimator approach is perhaps worthwhile The author is not suggesting that it is impossible for someone to justify all possible combinations (current and future) of variance reduction techniques in MCNP with an estimator approach; the author is simply saying that it looks daunting and has never been done Perhaps it is possible, perhaps not.

java data matrix reader

How to read a Data Matrix barcode - Stack Overflow
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java data matrix barcode reader

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NET 40 represents the latest update to the NET framework and contains an incredible wealth of new features, ranging from exciting new framework additions to serious enhancements in the runtime in areas such as performance, reliability, and security Throughout the book, we have discussed specific debugging scenarios, and in this chapter, we detailed some of the scenarios and the differences encountered when using NET 40 The discussion started with the new tool requirements and then showed the specific debugging scenarios related to a specific technology, such as the managed heap and garbage collector, synchronization, interoperability, and more

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