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Since there are several monographs providing a detailed description of the basic development, this is not repeated in this context. The list includes, for instance, Born and Huang (1954), Maradudin et al. (1971), and Califano et al. (1981). The vibrational frequencies are obtained by diagonalization of the dynamical matrix D,which contains elements of the form

Figure 12-9: The Join Properties dialog box for the Customer and Pets tables. Notice that the first option button is selected (for the inner join).

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The OVER() clause normally creates a single sort order, but it can divide the windowed data into partitions, which are similar to groups in an aggregate GROUP BY query. This is dramatically powerful because the ranking functions will be able to restart with every partition. The next query example uses the OVER() clause to create a sort order of the query results by OrderDate, and then partition the data by YEAR() and MONTH(). Notice that the syntax is the opposite of the logical ow the PARTITION BY goes before the ORDER BY within the OVER() clause:

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Two other examples of the concatenation of an outer trellis code with an inner space-time block code can be found in Refs 18 and 22; however, the shortcoming of these schemes is that they do not provide the highest rate In an effort to overcome this shortcoming, the notion of a super-orthogonal space-time trellis code (SOSTTC) was introduced [39] that rst described a parameterized class of STBCs based on the Alamouti 2 2 code and then assigned constituent members of this class to the states of an MTCM based on the set partitioning construction14 The results presented in Ref 39 focus primarily on the design of these new codes according to the rank and coding gain distance principles originally introduced in Ref 10 for STCs.

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Connect the given gain on scale Go and frequency on scale f. The intersection of this line with scale d indicates the antenna diameter. Gain Go: Frequency f: Diameter d: 60 dB 4 GHz 28.5 m

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In keeping with the main theme of our book and, in particular, this chapter, our interest here is in evaluation of the performance of these codes as characterized by their PEP and approximate average BEP for both the fast-fading and slow (quasi-static)-fading channels [46] 14711 The Parameterized Class of Space-Time Block Codes and System Model We start by reconsidering the concatenated scheme of a trellis code and the Alamouti block code discussed in Section 145 Since each of the two symbols x1 , x2 in the Alamouti code is selected from a 2D constellation of size M = 2m , then, for the speci c Alamouti structure in (1419), a total of M 2 = 22m possible orthogonal signal matrices can be generated by this code.

Viewing each of these matrices as a 4D signal point (strictly speaking, it is not 4D), then the task of the outer trellis coder is to select one of these 4D signal points to be transmitted in response to the 2b input bits The limitation of such a construction is that it does not result in the use of all the possible 4D signal constellations; that is, the Alamouti code by itself does not create all possible orthogonal 2 2 signal matrices for a given constellation For example, all additional 2 2 orthogonal codes whose elements are composed of only x1 , x2 and their negatives and complex conjugates, namely {X} = x1 x2 x1 x2.