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Dagger sampling was proposed by Kumamoto et al [42] and can be seen as an extension of the antithetic variates technique The main idea behind this sampling method is the generation of sample blocks of size L such that within each block the random variables are chosen in order to induce negative correlations between the individual samples The size of the blocks, L, is xed in such a way that for each edge l the sequence of L replications can be partitioned into exactly Nl sub-blocks of size L/Nl , where Nl = 1/ql For each of these sub-blocks, a single position is randomly chosen; this position corresponds to a sample where link l will fail In this way, the failure pattern is such that the sampled failure frequency for each link of the network is proportional to the link unreliability value After all random variables have been sampled, the method checks every replication within the block, checking in each case whether the resulting network is connected or not, in order to obtain an estimate of R In this method, a single invocation of M corresponds to L crude Monte Carlo samples; this must be taken into account when comparing the computational complexity of the algorithms Input: network G, terminal set K Output: an estimator of R (K-terminal reliability) Initialization I: Compute the integer vector (Nl : l E): Nl = 1/ql Choose the sample number: L = lcm{Nl : l E} Procedure M: For each link l For each sub-block of replications of size L/Nl Sample random state vectors X(j ) in this sub-block: Choose randomly a replication from the sub-block: Sample U uniformly on [0,1]; result: u; set k = u/ql.

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If X denotes the mean of a sample of size n from a robability density function with mean and standard deviation , then X N( , / n) This theorem is the basis on which much of statistical inference, our ability to draw conclusions from samples and experimental data, is based Statistical inference is the subject of the next two chapters. Make Bar Code In Visual Basic .NET Using Barcode maker for VS .NET Control to generate, create bar code .Related: Codabar Generation C# , VB.NET QR Code Generating , ASP.NET EAN 128 Generator

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code iso/iec18004 data, size, image with net c# barcode sdk QR barcode library for net using barcode maker for asp The security of CB, on the other hand, almost completely depends on the system s ability to maintain the secrecy of the transform that is applied to the image or template f an attacker learns this transform, he can create a template for the substitution attack or tamper with the existing CB template If the transform is invertible (fully or partially), the masquerade attack becomes possible Like any conventional biometric system, CB still has a veri cation score (which can be modi ed by a Trojan horse program) and a Yes/No response (which can be overridden) As previously mentioned, the security of a BE system can also be augmented by a secret transform, preferably controlled by a password.

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Moreover, there are BE and CB schemes very similar to each other that use the same type of transform (eg, Mytec2 BE and Savvides et al CB, or BioHashing with and without key binding) However, even if an attacker learns the secret transform in the case of BE, the impact on the system security will be less signi cant, since BE system does not rely, in general, on the secrecy of the transform BE or CB can address, to a certain extent, the problem of spoo ng or a replay attack, which are common for all biometrics To address these types of attacks, the system should use a secret transform, preferably controlled by a password The other group of attacks, which will be the main focus of this section, is of a low level, when the attacker is familiar with the algorithm.

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The security of the BE algorithm means that neither the digital key nor the biometric, which was used on enrollment, can be extracted from a stored helper data As in conventional cryptography, it is implied that the attacker has complete knowledge of the BE algorithm and can access the helper data; however, the attacker does not have a legitimate user s biometrics Assuming that the attacker is a smart adversary, rather than counting on security by obscurity, sets a very high benchmark for BE A CB system should be analyzed according to the same standard: The attacker may know all the details of the algorithm, including the secret transform, and has access to the transformed CB template The CB system is considered secure if the attacker cannot obtain a biometric image or conventional template from this information.

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In trying to crack a BE system, an attacker can pursue one or more of the following objectives: r Obtain the key linked to the biometrics r Obtain the exact biometric template used on enrollment r Obtain an approximate version of the template that, nonetheless, would defeat the system (masquerade template) r Obtain a masquerade image of the biometrics r Link BE templates across different applications or databases The same holds for CB, except that there is no key involvedRelated: Excel Interleaved 2 of 5 Generator , Java UPC-A Generation , Creating ITF-14 C#.

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