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the client. In this example, they are simple columns, but more complicated queries could perform other operations, including functions or mathematical operations. Figure 13.7 shows the FromExpressionList for this same query notice that since the user query included table aliases, they are also included here. Figures 13.8 and 13.9 show the JoinConditionList and NonJoinConditionList contents for this query, respectively. The ambiguity concerns in the global query are analogous to the concerns found in any traditional RDBMS we must qualify the global table names and global column names whenever the unquali ed name could refer to more than one concept in the query. For example, we must qualify the global column names by adding the global table name or a table alias as a pre x to the column name if the same column appears in more than one table referenced in the query. We must also qualify the global column names if the query references the same global table more than once within the same context. The query shown in Figure 13.4 is written against two global tables, which are named Employee and Department (their relational schemas are shown in Figure 13.3). This query is an example of an unambiguous query performing a natural join (the join coloums have the same name). In order to ensure that this query is not ambiguous, we de ned two table aliases ( E and D ), and also used each alias to identify the table containing each join column in the join condition.



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I begin with a discussion of binary response variables. Here, I outline the pitfalls of using linear regression and develop the logistic regression model. Subsequent sections focus on model estimation, the interpretation of model coef cients, various inferential tests used in this type of analysis, and analogues of R 2 for assessing the discriminatory power of a model. Discussion of binary responses then proceeds to more advanced issues, such as modeling and interpreting interaction effects, comparing models across groups, and comparing coef cients of focus variables across nested models. I then treat unordered categorical variables, detailing the use of the multinomial logistic regression model and the test of collapsibility of response categories. Finally, I address the ordered categorical model and how to proceed when the model is not appropriate for the data. The chapter concludes with suggested readings for those interested in pursuing the topic with greater rigor. It is assumed that readers are reasonably familiar with multiple linear regression. Knowledge of matrix algebra is not a requirement; however, matrix notation is introduced in places to facilitate the compact presentation of material.

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is 3. A stationary point w^ is a saddle point if Vt[J(w^)]indefinite and invertible. In this case, the behavior of the function at the saddle point looks similar t o the shape of a saddle (hence, the name).

Although hierarchical model decomposition is a very useful technique for GNQNs, its use also lies in the analysis of queueing networks which do not conform to the class of GNQNs. In such a case the decomposition is not exact any more; however, in many practical situations, the approximations obtained with it are reasonably good. Without going into too much detail, we state that the approximation becomes better whenever the customers in the subnetwork to be aggregated are less affected by what happens in the high-level model. This is most notably the case when the services in the submodel complete at much higher rates than in the high-level model and the customers stay relatively long in the aggregate. In such cases, between any two interactions of the high-level model and the submodel to be aggregated, many activities take place in the submodel. We say then that there are time-scale differences between the two model parts. As a representative example of a case in which approximate hierarchical decomposition works well, we consider a model of a multiprogramming computer system. A simple case, not taking into account paging effects, is addressed in Section 12.6.1 whereas Section 12.6.2 deals with a model including paging effects.

Given even a modest bill of materials, a well-designed MythTV PC can easily best the capabilities of most commercial Personal Video Recorder (PVR) gear, but the strongest lure to using the MythTV framework is the freedom of personal choice it offers: You are the one who gets to decide what does and doesn t go into your project build. Let s be very clear about what MythTV definitely is not: MythTV is not intended as a fast and cost-effective replacement for TiVo, ReplayTV, or similar video recording units. MythTV only offers the software foundation upon which a DVR is built; the hardware elements are entirely up to you, the system architect and designer. After all is said and done, the bottom line on building a MythTV box from scratch will lose to commercial, turnkey white box options purely on a cost basis (although such devices usually require for-a-fee monthly subscriptions). Commercial applications such as Windows Media Center Edition may claim advantages primarily in the areas of initial cost and ease of use, owing to volume of production and corporate sponsorship for research and development. That said, MythTV s open-source origins and licensing explains why it dominates the categories of flexibility, capability, and extensibility. MythTV is also the nexus for a broad and varied community of developers around the world. Plus for those of you concerned about such things there s no need to worry about voiding any warranties by tinkering under MythTV s hood (short of messing with system components and their individual warranties). This chapter takes you through the fundamental concepts and components that define a digital video recorder, explaining how MythTV fits that definition and why it outshines all other forms of video cataloging and playback software and hardware products.

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