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A relevance diagram is a directed graph, or digraph, that is a statement of the joint probability distribution among a set of random variables as a factorization of conditional and marginal probability distributions. For example, the three possible factorizations of two random variables, X and Y, are shown in Figure 13.4. Each random variable is shown as a node with an oval encapsulation. The top case shows two probabilistically independent random variables; the absence of an arc indicates this independence. The next two cases show dependence or relevance in a Bayesian sense of probabilistic updating; the arc can go in either direction, with the direction re ecting a different conditional and marginal distribution that de ne the joint distribution. It is obvious from this simple graph that the arc in the bottom two graphs can be ipped (have its direction changed) without any repercussions. However, this is not true in general. A relevance diagram cannot have a cycle (see 5 for a de nition), so ipping an arc that causes a cycle to form is never possible. In addition, when ipping an arc does not cause a cycle to be formed, it is possible that arcs will have to be added to the digraph [see Shachter, 1986]. As an example of relevance diagrams for systems engineering, consider an elevator design in which the state of technology related to control systems and power systems is highly uncertain in the time frame of the development effort (Fig. 13.5). The key performance requirements (design objectives) are elevator performance in terms of mean wait times; the operational cost of the system; and the availability of the elevator system. A relevance diagram depicting the probabilistic dependencies is shown in Figure 13.5. Note that there is no

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XPaths are often used in XSLT to select values that are interpreted as strings This type of XPath can occur: Within attribute value templates In the select attribute on xsl:value of In the use attribute on xsl:key In the select attribute on xsl:sort The value given by XPaths used in these situations is just as if you used the string() function to turn them into a string If the value you give is a string or a number, that value is added to the output If it's a Boolean value, either 'true' or 'false' is added to the output If the value you select is a node set, on the other hand, as it is above, the string value of only the first node in the node set (in document order) is added to the output.

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Finish-to-start (FS) tasks, 136, 137 Five L scale, 263 Fixed-phase estimating, 373 374 Fixed-phase scheduling, 218 219 Fixed-price bids, 139, 188 Fixed-price contracts, 102 Float, managing, 145 150, 151, 161, 206 Fortune magazine, 4 Forward pass, 144 146 Functionality: fixed-phase scheduling, 218 versus performance, 216 phased deployment, 345 Functional managers, 6 Function-driven firms, 25 26, 356 361 Gaffney, John, 196, 200 Gantt, Henry, 150 Gantt charts, 150 159, 214, 306, 307 General Electric, 326 Goal setting, 7, 18 22, 56 57, 68 Guidelines. See also Project rules conflict management, 265 266 consensus, 260 261 EPM-related, 340 346, 361 368 meetings, 245, 255 256, 278 279 tracking schedules, 306 307 Guide to Integrated Product and Process Development (DoD), 370 Hararai, Oren, 4 Harvard Business Review, 267 Heiman, Stephen, 40 Hospitals, case study, 31 35 Human resources. See Personnel Hunt-Kiewit Joint Venture, 224, 227 Information: EPM-related, 331, 339 346 sharing, 64 65, 246 247 summary tasks, 120 122 Information technology (IT), 328, 342, 360 Initiation, defined, 22 Insurance, risk, 86, 102

These XPaths usually involve some XPath functions, which are summarized in the reference section in Appendix A They may also involve mathematical operators such as +, , *, div and mod XPath patterns Patterns are introduced in XSLT as a way of testing nodes to see whether they fulfill certain criteria Patterns usually occur in match attributes, such as those on xsl:template and xsl:key Patterns resemble location paths, but they work in a different way and have a restricted syntax When a processor evaluates a pattern, it already has a node in mind, and it's just trying to check whether the node it's looking at matches that particular pattern Thus, patterns are evaluated backwards testing the node against the last step in the pattern, and then testing its parent against the previous step, and so on.

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