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In 1988, a complete rst draft of the main protocol suites (MAP, A interface and radio interface) was available. Thanks to the decision to split the work between phase 1 and phase 2, the following years were devoted mainly to transforming these drafts into stable documents. Curiously, there is little of interest to describe in this period, though it was one of very intensive work. The work load was very high, and amount of documents dealt with and generated during this period was enormous. However, they concerned myriads of decisions concerning details; none of the founding decisions taken beforehand were challenged, and no new requirements led to decisions important to note here.

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This is a biometric measurement that antedates electronic technology. There is little doubt that ngerprints offer an extremely high effective way of identifying individuals uniquely, provided the print can be captured reasonably completely. The theoretical F ratio for ngerprints is almost in nite because individual changes are approximately zero, unless ngers are deliberately or accidentally profoundly damaged. It is not necessary to have this property of individual invariance, but it does make it easier to justify the security of the biometric. In principle, an image of a ngerprint could be captured by a TV camera, transmitted over a communications link and checked against a database. In practice, however, there have been a number of problems with automated, remote access systems. Because of the high density of lines within a print, a large amount of data is required and there is a noninsigni cant amount of processing power required to align the data if the print taken is only partly captured or poorly outlined. Fingers must be pressed against glass screens in order to position them correctly for scanning. The screens can easily become dirty. Recently, commercial products claiming to have got round some of these problems have begun to come onto the market.

and Gottfredson s Claims, Criminology 27, no. 2 (1989), 346.

lower capacitances than those fabricated on silicon. In this section, simpli ed formulas for nding the line and coupling capacitances and inductances for interconnections fabricated on the oxide-passivated silicon and semi-insulating GaAs substrates are presented [26]. 2.8.1 Line Capacitances and Inductances

This section analyses the signalling procedures and the delay in cell change from HSPA to GPRS during data transmission. The procedure is shown in Figure 9.16. Once the RNC observes that HSPA coverage becomes weak, it requests the UE to make measurements of potential second-generation (2G) target cells. Once the best 2G target cell is identi ed, the RNC instructs the UE to move onto a speci c 2G cell using the Cell Change Order message. This message also speci es the CFN at which the UE should make the transition. Once the UE has moved onto the 2G cell, it must read the 2G system information messages including routing and location area codes and the network mode of operation. The network mode of operation de nes whether or not combined location area and routing area updates are possible. The combined location and routing area update mode of operation requires a Gs interface between the Mobile Switching Centre (MSC) and the 2G SGSN. The signalling presented in Figure 9.8 assumes network mode of operation II that is, separate location area and routing area updates. The UE sends a

Figure 9.5 The Fredkin gate [Fredkin and Toffoli 1982].

Note also that a direct implementation of the above definition is not the best way to compute closure(R). A better, much more efficient way, is to start with a relation R = R, to compute only intersections of pairs of tuples taken from R , and to add the results to R until no new tuples can be added. The final relation R is the closure of R. As for the support, the notion of a closure is extended to databases. Definition 5.4.7 Let D = (R, wR ) be a database over a set U of attributes. The closure of D is the pair closure(D) = (closure(R), wclosure(R) ), where closure(R) is the closure of the relation R and wclosure(R) : closure(R) IN, wclosure(R) (t)

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