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If you copy an object in an InDesign document and then paste it into a different InDesign document, the copy retains all the attributes of the original. In the case of a copied and pasted graphic, all import settings, frame modifications, and graphic modifications are retained, as is the link to the original graphics file. When you copy and paste a graphic into an InDesign document, a link between the original graphics file and the InDesign document is not established. The graphic becomes part of the InDesign document, as though you created it using InDesign tools. A vector image, such as a pasted graphic, is editable only if you deselect Prefer PDF When Pasting in the Clipboard Handling pane of the Preferences dialog box, as described in the previous section.

The external specification is the most important aspect of a business component's definition . The main feature of this specification is the exact definition of the business component's EDC and WDC interfaces, which, of course, implies the determination of exactly which DCs are required by the business component . The user interface specification also belongs to the external specification, as well as the description of any functional aspects and potential uses of the business component . Each operation of a component's interface needs to be specified in terms of its signature, which includes the operation name, parameters, and the business data types of these parameters . Interface definitions may also include pre- and post-conditions, invariants, errors that may be raised together with their informational messages, the meaning and use of each parameter, events published, and any functional or external constraints on the implementation of operations . The technical and application architectures often define a set of default interfaces that each distributed component must or should deliver (see 12) . Hence during design, it is mainly the additional business interfaces that are defined .

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where G(z) = W(z) H(z). From equation (10.204), we know (W(z)) is formally inde X(z) pendent of the mixing channel H(z). This means that the algorithm (10.205) is equivariant. Another important property of the learning algorithm (10.206) is that it keeps the nonsingularity of W0 provided the initial W0 is nonsingular [1321]. In fact if we denote the inner product of two matrices by A, B = tr(AT B), we can easily calculate the derivative of the determinant |W0 | = det W0 in the following way d|W0 | dt |W0 | dW0 T dW0 , = |W0 |W0 , (10.210) W0 dt dt 1 = tr |W0 |W0 (I (y)yT (k))W0 = tr I (y)yT (k))|W0 | . (10.211) =

Besides the extended link area, a button s other main characteristic is interactivity. Interactivity is handled by specifying styles for the various a tag pseudo-classes: a:link, a:visited, a:hover, and a:active. Here, the approach is to present one color of text for the up state (as represented by the a:link and a:visited pseudo-classes), and another for the over state (a:hover and a:active). In addition, the background image is changed in the over state. In all instances, the standard underline is removed by setting text-decoration to none.

Figure 6-21: Use the Quick Tag Editor s Insert HTML mode to add tags not available through Dreamweaver s visual interface.

Problem XI.15 (Two inequalities) Consider any column vectors {z, y}, and any positive-definite matrix P .

CHAPTER 19 Computational Display Holography zones, astigmatic output, and diminished spatial resolution in the vertical direction. Like their optically recorded counterparts, horizontal-parallaxonly (HPO) computed holograms have diffractive power only in the horizontal (x) direction. They are comprised of a set of onedimensional holograms arrayed in the vertical ( y)direction ((a) in the figure), each a line hologram, or holo-line for convenience. Under collimated illumination along z , each holo-line reconstructs a planar slice of the image volume within its x-z plane, and all holo-lines collectively reconstruct the entire image volume. To optically direct the holo-lines output planes toward the viewer s eyes so that the entire image volume is visible within a vertically constrained viewing zone, conditioning optics at the display output, such as a vertical diffuser in the plane of the hologram ((b) in the figure), may be used. The techniques for computing holograms described here can be easily adapted to produce both full parallax and HPO display holograms; for the sake of simplicity, this chapter assumes the HPO case.

We chose B = I in our earlier discussions, which led to the steepest-descent variants of Thms. 8.2 and 9.1. But other choices for B are possible and they lead to different algorithms with different properties. One useful choice for B is

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