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Over the past forty years, the Internet has grown from an academic experiment in computer networking into the Information Superhighway. The transition from the Internet to the World Wide Web in the 1990s was triggered by the introduction of technologies to enable universal addressing, hypertext transfer, and display of multimedia content. Today we are connecting the Web to more and more facets of human activities. As the Web has become a powerful distribution medium, it has incorporated email, text, images, video, TV programming, and telephone communications. And as we recognize the rapid dispersion of electronic devices throughout the world, we are starting to think about consumer electronics as part of a larger digital ecosystem. Just as ubiquitous computing is more than simply providing electronic devices to everyone, the ubiquitous Web is more than simply widespread access to the Web. The difference comes about from the enhanced control of the Web as a tool for automated operations. It can enable and control devices dispersed around the world. The Information Revolution will still be getting into high gear as the Web begins to connect light switches, pagers, copiers, industrial machines, as well as PCs. In this chapter, we tell the story of the ubiquitous Web, with key players Michael Dertouzos and Project Oxygen bringing innovation in the

and foreign laws governing export transactions; second, it should identify the responsible in-house compliance personnel and oversight departments; and third, it should list the criminal and.

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of two projections can never have fewer tuples than the original relation For a decomposition, the number of tuples must be equal Another question is whether, although the projections must be chosen with care, it is at least always possible to find a set of projections that is a decomposition Unfortunately this question has also to be answered in the negative To understand this, consider Figure 39: in the top left of this figure, the relation RABC is shown with two cubes (two tuples) marked with numbers Consider first that the cube marked with a 1 is missing, which corresponds to the tuple (a2 , b1 , c1 ), that is, to a small hatched circle It is immediately clear that without this tuple the relation is no longer decomposable into the projections to the subspaces {A, B} and {B, C}.

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the compiler would synthesise an implicit default constructor. In such a case, Boost.Python can expose the default constructor by default, implying that the wrapping code could be written,

The reason is that removing the tuple (a2 , b1 , c1 ) does not change these projections, because the cubes corresponding to the tuples (a2 , b1 , c2 ) and (a1 , b1 , c1 ) still throw shadows onto the subspaces Therefore the intersection of the cylindrical extensions of these projections still contains the tuple (a2 , b1 , c1 ) However, if all three projections to two-dimensional subspaces are used, the modified relation can be reconstructed This is due to the fact that removing the tuple (a2 , b1 , c1 ) changes the projection to the subspace {A, C}.

observed disk-to-disk transfer rate using TCP/IP over a long-distance high-bandwidth network, with the aim of suggesting improvements to obtain more efficient end-toend transfers.

If we first intersect the cylindrical extensions of the projections to the subspaces {A, B} and then intersect the result with the cylindrical extension of the projection to the subspace {A, C}, the tuple (a2 , b1 , c1 ) is cut away in the second intersection However, although it is intuitively compelling that any three-dimensional relation can be reconstructed if all three projections to two-dimensional subspaces are used (as we have experienced several times when we explained relational networks to students), this assumption is false: suppose that the.

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Formula (2) and the subsequent expressions have been derived under the assumption that the patented product is protected by one, and only one, patent. Nevertheless, these formulas also describe the value of an entire patent portfolio protecting a patented product or service. (A patent portfolio represents a group of patents protecting a revenue stream. This stream may be generated by a single product, a product line or by the enterprise as a whole.) Note that the value of the patent portfolio protecting a single product or service does not depend on the number of patents in the portfolio. Thus, the value of a patent portfolio V(PP) can be calculated as

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