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You can set many of the same properties for a CD track on a slide that you can for a sound le icon. You can also use the Animation controls to specify precisely when and how a track will play. To do this, follow these steps: 1. Display the Animation Pane from the Animations tab. 2. Select the CD icon on the slide. A gray box appears around its name in the Custom Animation pane. 3. Open the drop-down menu for the selected clip and choose Effect Options. This opens the Play CD Audio dialog box. From this point, the options are exactly the same as those for regular sound les that you have learned about earlier in this chapter. All of the same tabs are available, including Effect, Timing, and Sound Settings.



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The following is a simple example of a Workbook_Open procedure. It uses VBA s Weekday function to determine the day of the week. If it s Friday, a message box appears to remind the user to perform a file backup. If it s not Friday, nothing happens.

. . . . . . . . . .

The drawing used in the following exercise on changing linetype scales, ab11-e.dwg, is in the Drawings folder on the DVD.

The code in Listing 22.8 is available in the Web site files as LoginEvent.as in the events package of the chapter22 project. n

u ( z ,t ) = uo(5 - a t ) .





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A l l least-squares algorithms studied so far, including RLS, inverse QR, QR, and extended QR algorithms, do not assume any structure in the data. As a result, the computational complexity of each of these algorithms is O ( M 2 )operations per iteration, where M is the order of the filter. However, when data structure is present, more efficient implementations are possible. Thus, consider a collection of (N 1) data { d ( j ) , u j } where the {uj} are 1 x df and the d ( j ) are scalars. All the aforementioned algorithms are recursive procedures for determining the solution WN, and the minimum cost [(N),the regularized least-squares of problem:

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Another form of af liate marketing is an online catalog where you feature merchandise that you do not inventory. When a visitor to your Web site orders a product, the product is shipped from the af liate marketer and you get a percentage of the sale. Amazon.com is an example of an af liate marketer. The coding in the link informs Amazon.com which af liate merchant generated the sale. Payment for an af liate marketer varies depending on the company with whom you are af liating. As a rule, payment is not issued until the af liate has accrued a certain dollar amount. Payments are generally issued per quarter. Table 25-2 shows the name and URLs of some Internet af liate marketing companies.

Summary

FIGURE 18-16

so that from the A and B locations we get these z-values:

4l1(t)

(8.124) of the noise-free received signal, 1,. . . , n,, = 0, . . . , m represents the ith assumed RBF centre at signalling ink centre. terval k and q o p t is the vector associated with the ith desired or assumed 'true' RBF The K-meansclustering technique operates iteratively adjusting theRBF centresupon evby ery sampling instance according to Equation 8.93 during training mode, while Equation 8.95 is used during the decision-directed mode. The centres' MSE convergence performance is demonstrated over the two-path channel environment in Figure 8.34 using different number of training symbols, while in Figure 8.35 upon varying the learning ratep, of Equation 8.93 a good convergence performance for our stationary two-path and 8.95. The results show channel of Figure 8.21(a) upon invoking the decision-directed learning algorithm of Equato be carried out, in order to investigate the tion 8.95. However, further simulations have effect of time-varying wideband mobile channels. As the learning rate pc is increased, the of centres converge faster to their desired positions, as expected, the MSE curves the cenbut tres become more spurious, especially at low SNRs as we can see from Figure 8.35. Based p,-, on these results we recommend using a variable learning rate where pc is set to a higher rate during the training modeso that the equalizer converges faster and is set to a lower rate during the decision-directed learning mode, in order to reduce the spuriousity of the centre

13.1. The GNQN-special case of BCMP queueing Show that the BCMP theorem reduces to the product-form with single-class, 13.2. load-independent queueing

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