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ileMaker Pro is not only network-compatible, but it also includes features enabling it to manage network traffic and control who sees which databases and who can modify them (regardless of whether the database is on a network or running in a single-user environment). In this chapter, we explain how to use FileMaker Pro on a network as well as how to passwordprotect and assign access privileges to sensitive data. Those of you who have shared FileMaker databases using versions prior to FileMaker Pro 7 might be tempted to give this chapter a once over lightly perusal. Resist that temptation! Your task might actually be more difficult than that of FileMaker sharing neophytes not only do you have new material to learn, but you have old habits and methods to unlearn. Virtually everything about sharing has changed to some extent. Some of it is minor, such as the maximum number of simultaneous connections, where the menu commands might be, or how dialogs are worded. Other changes are major, such as the access privileges model.

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Figure 8.16: Stylised exact interpolation between the known input-output pairs the continuous surby

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With the exception the P-TBCH-AQAM scheme, the BEWSNR and BPS/SNR gains were of evident at low to medium channel SNRs. However, the BPS throughput gain degraded at In order to increase the high channel SNRs due to the associated coding rate limitations. P-TBCH-AQAM and VR-TBCH-AQAM schemes were designed with BPS throughput, the added complexity. In comparing these two schemes, theVR-TBCH-AQAM provided a better BEWSNR versus BPS/SNR gain trade-off in conjunction with a more complex channel decoder. However, it is importantto note that all these schemes achieved the targeted BER. The sizeof the turbo interleaver was also crucial to the BER and BPS performance, where in the variable turbo interleaver size assisted schemes the gains were significantly lower than was used. those of the FCFI-TBCH-AQAM scheme, when a large turbo interleaver size Since the variable turbo interleaver sizes were chosen for supporting burst-by-burst channel 4.13 interleaver. decoding, a smaller speech frame shown in Figure resulted in a smaller turbo The implementationof burst-by-burst decoding also provided near-instantaneous error detection capability at the receiver, which was exploited in blindly detecting the modulation modes. AQAM scheme of Section 5.4, which utilized large fixed-sized For the turbo block coded turbo interleavers, we have observed that the scheme, which targeted a lower displayed BER a better BEWSNR and BPS/SNR gain, as evidenced by the gains recorded in Tables 5.1 1 and 5.12. This was as a result of the superior coding gain at lower BERs, which was also observed for the fixed modulation modesof Section 5.3. As a resultof the higher coding gain, of in the coded switching thresholds the turbo codedAQAM schemes were lowered resulting AQAM schemes for similar target BERs. higher SNR gains, when compared to the uncoded

The external specification is the most important aspect of a business component's definition . The main feature of this specification is the exact definition of the business component's EDC and WDC interfaces, which, of course, implies the determination of exactly which DCs are required by the business component . The user interface specification also belongs to the external specification, as well as the description of any functional aspects and potential uses of the business component . Each operation of a component's interface needs to be specified in terms of its signature, which includes the operation name, parameters, and the business data types of these parameters . Interface definitions may also include pre- and post-conditions, invariants, errors that may be raised together with their informational messages, the meaning and use of each parameter, events published, and any functional or external constraints on the implementation of operations . The technical and application architectures often define a set of default interfaces that each distributed component must or should deliver (see 12) . Hence during design, it is mainly the additional business interfaces that are defined .

where G(z) = W(z) H(z). From equation (10.204), we know (W(z)) is formally inde X(z) pendent of the mixing channel H(z). This means that the algorithm (10.205) is equivariant. Another important property of the learning algorithm (10.206) is that it keeps the nonsingularity of W0 provided the initial W0 is nonsingular [1321]. In fact if we denote the inner product of two matrices by A, B = tr(AT B), we can easily calculate the derivative of the determinant |W0 | = det W0 in the following way d|W0 | dt |W0 | dW0 T dW0 , = |W0 |W0 , (10.210) W0 dt dt 1 = tr |W0 |W0 (I (y)yT (k))W0 = tr I (y)yT (k))|W0 | . (10.211) =