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Section 14.4 stressed the importance of being able to combine data from multiple DBSs. The ability to generate new results by combining data from a set of distributed resources is one of the most exciting opportunities that the Grid will offer. In this section, we consider how the service-based framework introduced in Section 14.6 can help achieve this. One option is for a Grid application to interface directly to the service interfaces of each of the set of DBSs whose data it wishes to access. This approach is illustrated in Figure 14.2. However, this forces application writers to solve federation problems within the application itself. This would lead to great application complexity and to the duplication of effort. To overcome these problems we propose an alternative, in which Grid-enabled middleware is used to produce a single, federated virtual database system to which the application interfaces. Given the service-based approach proposed in Section 14.6, federating a set of DBS reduces to federating each of the individual services (query, transaction etc.). This creates a Virtual DBS, which has exactly the same service interface as the DBS described in the previous section but does not actually store any data (advanced versions could however be designed to cache data in order to increase performance). Instead, calls made to the Virtual DBS services are handled by service federation middleware that interacts with the service interfaces of the individual DBS that are being federated in order to compute the result of the service call. This approach is shown in Figure 14.3. Because the Virtual DBS has an identical service interface to the real DBS, it is possible for a Virtual DBS to federate the services of both the real DBS and other Virtual DBSs.

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2. Using one of the geometric drawing tools (Rectangle, Ellipse, or Polygon), draw an object on the Object1 layer. This object is your base object (not the light source). 3. In the Fill section of the Property inspector, give your object a Solid fill and add a texture, such as Parchment, to it. Set the texture to 100 percent.

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CROSS-REFERENCE Photoshop can also follow any shortcuts (Windows) or aliases (Mac OS) that it finds in the plug-ins folder. To take advantage of this little trait, see 5.

Listing 4-30 (continued)

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Changing the tuning for a track 280 Changing the timing for a track 280 Editing an audio file outside GarageBand Locking a track Mixing a Song Adjusting the volume of individual tracks Controlling panning Adding automation parameters to a track Adding an automation parameter Removing an automation parameter Setting up the master track Deciding how to arrange the master track Displaying the master track 281 281 282 282 284 286 286 287 287 287 288

where vs is the secondary electron velocity. The secondary electron density through the sheath is then (7.3-36) Equations (7.3-32), (7.3-34), and (7.3-36) are inserted into Poisson s equation, Eq. (7.3-31), and evaluated by the usual method of multiplying through by d$ I dx and integrating to produce

Figure 15-19: The initial appearance of responsiveBox.swf. When you move the mouse so that it touches one of the sides of the square, you ll see that it pushes the side inward as shown in Figure 15-20.

Part of the method relies on five custom Ruby Scripts that are essential when working in tandem with both software platforms. You should download the outlined Ruby Scripts, which are described in 17.

We have been thinking of transmission holograms as producing images by means of an array of many overlapping negative lenses of various locations and focal length Each elemental lens forms a virtual image behind the hologram plane With each negative lens there is an associated positive lens that forms an image in front of the hologram too, and unlike glass lenses these diffraction lenses form images in different locations for different colors But there is another way of forming a virtual image of a point illumination source: by reflection from a convex (outwardly curving) mirror surface Consider a point source of light, and a location at which we would like to form an image There are an infinite number of combinations of curvatures of mirrors (positive = convex, none = planar, negative = concave) and corresponding locations that will do the job.

A position paper presented at the Second World Congress of Intelligent Transport Systems (Yokohama, 1995) entitled Positioning Systems and Privacy by C.R. Drane and C.A. Scott cites:

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If you want to find an actual question mark or asterisk character, type a tilde (~) before the question mark or asterisk.

- This directive generates instruction ROM in VHDL format. cussed in 15. Example:

If we wish to factorize a binary polynomial f(X), we need to establish the finite field in which the factors may be found. To do this, we first find the binary factors of the polynomial (if any) and the order of the binary polynomial representing those factors. Now find the LCM, c1", of the orders; the factors of the polynomial will be found in GF (2"").

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