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52 649 76 0 0 -40 -138 220042.5 151525 53 626.5 76 0 0 0 -138 220042.5 306775 54 627.25 76 0 0 -55 -193 215862.5 301600 55 623.25 76 2 123 393 200 526194.5 0 56 628.75 76 -2 -168 -409 -209 550110.5 0 57 625.75 76 0 0 0 -209 550110.5 31350 58 624 76 2 175 425 216 567448 0 59 641 76 -2 -201 -488 -272 713960 0 60 627.5 76 1 112 272 0 876888 0 A0 = 2700 P&L = 19199.5 P&L1 = 358796 P&L2 = 874188 IM = 2700 MM 371567.5 526817.5 517462.5 526194.5 550110.5 581460.5 567448 713960 876888 = 2500

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ajor Web sites designed, developed, and maintained by a single person are, increasingly, few and far between. Once a site has reached a certain complexity and size, it s far more timely and cost effective to divide responsibility for different areas among different people. For all of its positive aspects, team development has an equal number of shortcomings as anyone who has had their work overwritten by another developer working on the same page will attest. Dreamweaver includes a number of features to make it easy for teams to work together. Team-oriented features have increased significantly in Dreamweaver 4. In addition to the existing Check In/Check Out facility, version control and collaborative authoring have been enabled in Dreamweaver through the connectivity to Microsoft s Visual SourceSafe and the WebDAV ( Web Distributed Authoring and Versioning) standard. In addition to providing a link to industry standard protocol used in team development, Dreamweaver 4 also includes a more accessible Design Notes feature. When custom file columns are set up which rely on Design Notes to store their information a project s status is just a glance away. For more detailed feedback, Dreamweaver s Reports command provides an interactive method of uncovering problems and offering a direct link to fixing them. As with many Dreamweaver features, the Reports mechanism is extensible which means it s possible for JavaScript-savvy developers to create their own custom reports to further assist their teamwork. In this chapter we ll look at the various Dreamweaver tools both old and new for developing Web sites with a team. We begin with the essential team-based feature: Check In/Check Out.

by a polynomial in G F ( S ) [ x ,y ] . Figures 7.5 and 7.6 illustrate the flow of the algorithm with D = 2. At Node 1, the polynomial Q(0, y ) = 4 y y2 y 3 is formed (see Figure 7.5) and its roots are computed as { 1,4} (1 is actually a repeated root). At Node 1, the root 1 is selected. Node 2 is called with ( ( Q ( x ,xy 1))). At Node 2, the polynomial Q(0, y ) = 3 3y2 is formed, with roots {2, 3}. At Node 2, the root 2 is selected. Node 3 is called with (( Q ( x , xy 2 ) ) ) . At Node 3, the polynomial Q ( x , 0) = 0, so the list of roots selected to this node { 1 , 2 } forms an output polynomial, p ( x ) = 1 2x. The recursion returns to Node 2, where the root 3 is selected, and Node 4 is called with

= [CO, c1, c2, c3, c4, c. 5 c6, c7, . . .]. 5

} catch(const exception& e) { cerr << e.what() << endl; } catch(...) { cerr << "Unknown exception" << endl; } return 0;

The Insert panel holds the items most frequently used the primary colors, as it were when designing Web pages. You can select everything from images to ActiveX plugins to HTML comments from the Insert panel. Figure 3-19 illustrates the Insert panel.

Definition 2.28 Two vectors u and v are said to be orthogonal if u .v = 0. When u and v are orthogonal, this is sometimes denoted as u Iv. 0 Combining the idea of vector subspaces with orthogonality,we get the concept of a dual space: Definition 2.29 Let W be a k-dimensional subspace of a vector space V. The set of all vectors u E V which are orthogonal to all the vectors of W is called the dual space of W (sometimes called the orthogonal complement of W or nullspace), denoted W . ' (The symbol W is sometimes pronounced "W perp," for "perpendicular.") That is, ' W = {u E '

Instead, you should use a line break tag (<br>) where you need a line break in a paragraph. The preceding text would be coded as follows: