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where i = 1, . . . , I, j = 1, . . . , J, and k = 1, . . . , nij and I is the number of batches, J is the number of packages, nij is the sample size of the ith batch and the jth package, and ui and vj are indicator variables that are de ned as shown in Table 22. The rst column of Table 22 shows the factor combinations. For instance, B1P1 represents the rst batch and the rst package, B1P2 indicates the rst batch and the second package, and BIPJ represents the last batch and the last package. The subscripts r and s are de ned as follows: r = I 1, s = J 1. Testing for poolability requires tting the regression model with indirect variables to the assay data and testing four possible hypotheses. Table 23 shows the hypotheses to be tested, the corresponding interpretation to whether or not the hypothesis is accepted or rejected, the code of the model, and the model established by the FDA [8, 11]. In Table 23 the letters A and R represent whether the considered hypotheses are accepted or rejected, respectively. Rules for Determining Shelf Life Once the analysis-of-covariance model has been identi ed, a set of rules for computing the shelf life must be implemented. This section describes the rules to follow to determine the expiration dating period for each of the nine representative models described in the previous section [8, 11]:

Inflation greatly increases the size of a region of the Universe, while keeping its characteristic scale, the Hubble scale, fixed. This means that a small patch of the Universe, small enough to achieve thermalization before inflation, can expand to be much larger than the size of our presently observable Universe, as shown in Figure 13.3. Then the microwaves coming from opposite sides of the sky really are at the same temperature because they were once in equilibrium. Equally, this provides the opportunity to generate irregularities in the Universe which can lead to structure formation. Another way of expressing the resolution of the horizon problem is to say that, because of inflation, light can travel a much greater distance between the Big Bang and the time of decoupling than it can between decoupling and the present, reversing the usual state of affairs.

Table 9-1 Credit Bureau Fraud Alert Policies* Period of Initial Coverage 12 months 6 months 3 month fraud alert Can You Request an Alert Online No No Yes Is a Free Credit Report Provided Yes Yes Yes; can be provided online Number of Renewals Allowed Unlimited Unlimited Unlimited

Next, the data is output, one record per table row:

i (t )

So far, I ve come up with two astounding generalizations: The paint bucket tool is mostly useless, and you can fill anything with the Backspace key. Well, just to prove you shouldn t believe everything I say some might even suggest you dismiss everything I say the following steps explain an effect you can create only with the paint bucket tool. Doubtless, it s the only such example you ll ever discover using Photoshop after all, the paint bucket is mostly useless and you can fill anything with the Backspace key but I m man enough to eat my rules this once. The following steps explain how to create an antique photographic frame effect, such as the one shown in Figure 6-6.

is where CT$ the noise variance and I is the identity matrix. Thus the noise power at the output of the beamformer is (2.15) where .His the Hermitian transpose. Thus the noise power is reduced by a factor of L. Although this beamformer yields a maximum SNR in an environment consisting only of noise, this will not produce a maximum SNR in the presence of directional interference. Such scenarios are very common in radar and sonar deployments where an intentional jammer may be targeting the area, as well as mobile communications where other network users will create unintentional interference. The following section introduces a beamformer for scenarios where the number of directional interfering signals, N 5 L - 1. Note that the above technique for computing the weights to steer the main beam has considered a two-dimensional array, should the beam of a planar array require steering in both azimuth and elevation, the technique can be applied for both planes.

5=2'

(continued)