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each of these people may in turn be managers, and they in turn may have other people who report to them Thus employees may be organized in a structure similar to a tree Suppose that we have a relation schema Manager -schema = (employee-name, manager -name) Let manager be a relation on the preceding schema Suppose now that we want to nd out which employees are supervised, directly or indirectly by a given manager say, Jones Thus, if the manager of Alon is Barinsky, and the manager of Barinsky is Estovar, and the manager of Estovar is Jones, then Alon, Barinsky, and Estovar are the employees controlled by Jones People often write programs to manipulate tree data structures by recursion Using the idea of recursion, we can de ne the set of employees controlled by Jones as follows The people supervised by Jones are (1) people whose manager is Jones and (2) people whose manager is supervised by Jones Note that case (2) is recursive We can encode the preceding recursive de nition as a recursive Datalog view, called empl-jones: empl-jones(X) : manager(X, Jones ) empl-jones(X) : manager(X, Y ), empl-jones(Y ) The rst rule corresponds to case (1); the second rule corresponds to case (2) The view empl-jones depends on itself because of the second rule; hence, the preceding Datalog program is recursive We assume that recursive Datalog programs contain no rules with negative literals The reason will become clear later The bibliographical employee-name Alon Barinsky Corbin Duarte Estovar Jones Rensal Figure 511 manager-name Barinsky Estovar Duarte Jones Jones Klinger Klinger

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Title overlays are placed on the title track of the timeline rather than on the main video track As a result, title overlays do not have any effect on the length of the movie Also, the title overlays a moving image rather than a simple colored background or still image, so you probably need to be more concerned about readability than you might with a full-screen title Regardless of the type of title you create, you can change the title s type by dragging it to the appropriate timeline track When you do, you may notice certain changes (such as the loss of a still image that you had placed behind a full-screen title) These changes will reflect the different nature of the two title types, of course

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Now we have a relation of the form R = HE, speci cally where H is an admittance transfer function relating the excitation voltage to the response current I So the transfer function is given by H( ) = (1 2 LC j C + j RC)

The McGraw Hill Companies, 2001

7

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Most of the DVD movies that you create will likely be intended for playback on standard television sets This factor has an important implication for any titles that you might want to add, because TV sets generally do not have quite the same characteristics as a computer monitor In particular, any of the four edges of the screen may be cut off when your movie is displayed on a standard TV In Figure 7-1, you can see that the title editor displays dotted lines that represent the safe area for titles

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t2 = (a3 , b3 , c2 , d4 ) These two tuples have the same C values, c2 , but they have different A values, a2 and a3 , respectively Thus, we have found a pair of tuples t1 and t2 such that t1 [C] = t2 [C], but t1 [A] = t2 [A] Many other functional dependencies are satis ed by r, including, for example, the functional dependency AB D Note that we use AB as a shorthand for {A,B}, to conform with standard practice Observe that there is no pair of distinct tuples t1 and t2 such that t1 [AB] = t2 [AB] Therefore, if t1 [AB] = t2 [AB], it must be that t1 = t2 and, thus, t1 [D] = t2 [D] So, r satis es AB D Some functional dependencies are said to be trivial because they are satis ed by all relations For example, A A is satis ed by all relations involving attribute A Reading the de nition of functional dependency literally, we see that, for all tuples t1 and t2 such that t1 [A] = t2 [A], it is the case that t1 [A] = t2 [A] Similarly, AB A is satis ed by all relations involving attribute A In general, a functional dependency of the form is trivial if To distinguish between the concepts of a relation satisfying a dependency and a dependency holding on a schema, we return to the banking example If we consider the customer relation (on Customer-schema) in Figure 73, we see that customer-street customer-city is satis ed However, we believe that, in the real world, two cities customer-name Jones Smith Hayes Curry Lindsay Turner Williams Adams Johnson Glenn Brooks Green Figure 73 customer-street customer-city Main Harrison North Rye Main Harrison North Rye Pittsfield Park Putnam Stamford Nassau Princeton Spring Pittsfield Alma Palo Alto Sand Hill Woodside Senator Brooklyn Walnut Stamford The customer relation.

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