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java ean 13 reader

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Recall from Section 1010 that the weight window at point P is typically chosen to be inversely proportional to the importance function at P, which is the rst moment of the score distribution for a particle at P This is interesting because one is attempting to minimize the second moment indirectly using information about the rst moment Biasing using importance function information often works well if there is a relatively small spread in history scores That is, each history contributes roughly the mean score In this case, both the bulk of the mean and the bulk of the variance are produced by the same particles That is, focusing on particles that contribute most to the second moment is similar to focusing on particles that contribute most to the mean Indeed, in the limiting case of a zero variance solution all particles contribute exactly the mean score and there is no reason to consider the second moment at all The other side of the coin is that the available variance reduction techniques may not allow one to arrange the sampling so that there is a relatively small spread in history scores In these cases, the set of particles contributing most of the variance may be very different from the set of particles contributing most of the mean For instance, the set of typical particles that contribute 99% of the mean might only contribute 1% of the variance In this case, focusing efforts on typical particles that score will not work very well because the typical particles are very different from the particles contributing most to the variance One would do better to base the variance reduction on the second-moment equation rather than the importance ( rst-moment) equation It is sometimes useful to derive a second-moment equation (see [22, Ch 5]) that is a function of some variance reduction games and their associated parameters At this point, it is almost universal practice to consider only transport processes that are independent of particle weight That is, suppose that p(P, w, s)ds is the probability that a particle of weight w at phase-space.

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