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I've found RegEx to be useful still. In the following code I use a jagged string array with the AI's I want to be able to process and their properties, being: string[][] ...

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and (17.50) reveals why. Changes in c and tan affect M or FS directly, although the effects of changing are somewhat more complicated. The value of M or FS calculated with one set of values should lie on the other side of the mean result from the results using the complementary values. Therefore, antithetic sampling improves convergence because differences tend to cancel out in calculating the mean. However, the variance is computed from the square of the difference between the values and the mean, so that values on opposite sides of the mean both contribute positively. In effect, the antithetic portion of the simulation emphasizes rather than canceling the earlier portion of the calculation of the standard deviation, and the calculation is based on half the number of independent points as the basic simulation. Therefore, antithetic simulation givers worse results than basic simulation.

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The basic premise of most malware defense strategies is to leverage the fact that there is always some kind of trusted element in the system After all, how can an antivirus program detect malicious program if it can t trust the underlying system For instance, consider an antivirus program that scans the hard drive for infected files and simply uses high-level file-system services in order to read files from the hard drive and determine whether they are infected or not A clever malicious program could relatively easily install itself as a filesystem filter that would intercept the antivirus program s file system calls and present it with fake versions of the files on disk (these would usually be the original, uninfected versions of those files).

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It would simply hide the fact that it has infected numerous files on the hard drive from the antivirus program! That is why most security and antivirus programs enter deep into the operating system kernel; they must reside at a low enough level so that malicious programs can t distort their view of the system by implementing file-system filtering or a similar approach Here is where things could get nasty What would happen if a malicious program altered an extremely low-level component This would be problematic because the antivirus programs would be running on top of this infected component and would have no way of knowing whether they are seeing an authentic picture of the system, or an artificial one painted by a malicious program that doesn t want to be found Let s take a quick look at how this could be possible.

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Correlated sampling is useful when we are interested in the relative effects of different treatments. For example, suppose there is a deposit of clay that is to be consolidated under a preload to improve shear strength. Alternative designs of sand drains and wicks have been proposed. The properties and geometry of the soil are uncertain, and so are the properties of the different design alternatives. One way to study this problem would be to carry out independent Monte Carlo simulations of the soil with each alternative design. Then the results of one simulation could be subtracted from the other to estimate the relative effects of the different treatments. A signi cant improvement follows after recognizing that the properties and geometry of the soil deposit are the same for each alternative design. Therefore, the simulation should be run using the same random numbers to describe the soil in each alternative design. Of course, the uncertain parameters that describe the different designs should be varied independently. The results are expressed in terms of the differences between the results for the several designs. Such a procedure is called correlated sampling because using the same models for the soil in each design correlates the results. The amount of the improvement varies, depending on how much of the uncertainty is in the design parameters and how much in the soil.

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ilopez/GS1Parser: A GS1 Parser for C - GitHub
Jun 9, 2015 · A GS1 Parser for C#. Contribute to ... http://stackoverflow.com/questions/9721718/ean128-or-gs1-128-decode-c-sharp/28854802#28854802.

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