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In this way, we can assign different requirements to the two components of the radiation pattern, typically the co- and cross-polarization patterns. The excitation ...

S4 = R1(X), R3(X), R2(X), W2(Y), W3(X) S5 = R3(X), W1(X), R1(X), W2(X)

Similarly, we can consider the data content for the combined schema and compare it to the data content in each S-DBE If every data value present in the S-DBE DBs is visible to the DDBA in the DDBE, then we have total data visibility (TDV) In other words, TDV means that there is no hidden data content; there is no data value missing from the DDBE but present in one of the CDBE DBs When we have both total schema visibility and total data visibility, we have the rst extreme case for this level, namely, total visibility (TV) TV can happen in the real world, and in fact, it is a requirement for some particular DDBE architectures, some of which we will discuss in 12.

(Raju & Berke, 1983)

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It should be obvious that the other extreme case is not possible if the combined schema was empty and all the data content were hidden, then the DDBE would be completely worthless! If we have some hidden schema, then we have partial schema visibility (PSV) If we have some hidden data, then we have partial data visibility (PDV) Having either PSV, PDV, or both PSV and PDV is referred to as partial visibility (PV) PV is a common occurrence and even a requirement for some particular DDBE architectures We will also discuss some of these architectures in 12 For the sake of completeness, we will mention that there is one more reason why this level is not interesting when we are looking at a single CDBE (as opposed to a DDBE or a Sub-DBE): the TV scenario is really the only possible situation for most CDBEs..

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systematic depreciation, 11 units-of-production depreciation, 28 29 Direct costs, defined, 4, 51, 294 Direct method, net cash flow calculation, 413 Disclosure principle, 11, 12 Discount, inventory purchases, 474 Discounted cash flow, and investment decisions, 497 501 Discounting, meaning of, 498 Discounting room rates, 268 271 discount grid, 269 271 Discretionary costs, 295 Dividends payable, 80 Documentation, as control measure, 203 Dog menu items, 258 259 Dollars of revenue ratio, 163 164 Double-declining-balance depreciation, 30 32 Double-entry-accrual accounting, 8 Double occupancy double occupancy rate, 265 occupancy percentage/double occupancy ratio, 166 167

The convention used here is that the most signi cant element of the Galois eld GF(28 ) = GF(256) is on the left, and the least signi cant element is on the right. The message vector is composed of elements of the eld; for example, element 2 has a binary representation of the form (00100000). The resulting encoded vector generated by the shortened RS code CRS (28, 24), expressed in a way that the 4 bytes of the redundancy are in the middle of the code vector, is c1 = 100 228 90 2 80 1 70 0 0 0 4 0 3 0 70 2 60 1 50 200 20 100 10 89 139 249

The work described here has been supported since 1980 by the National Institute on Aging (Grant #AG-07137). This research was made possible by the support of our many friends and colleagues, including Steve Aggen, Dick Bell, Steve Boker, Aki Hamagami, Earl Hishinuma, John Horn, Bill Meredith, Carol Prescott, and Dick Woodcock.

Table P.7.2 Input message vector and received sequence, Problem 7.5 Input Sequence 1 1 1 +1 1 +1 1 1 +1 +1 1 +1 +1 1 +1 1 Received Sequence 0.5290 0.3144 0.01479 0.1210 0.1959 + 0.03498 1.6356 2.0913 0.9556 + 1.2332 1.7448 0.7383 0.3742 0.1085 1.2812 1.8162 +0.5848 + 0.1905 +0.6745 1.1447 2.6226 0.5711 +0.7426 + 1.0968 1.1303 1.6990 0.6537 1.6155 2.5879 0.5120 1.3861 2.0449

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