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Color correction is necessary for two reasons: (1) the different display technologies that television and computer monitors use, and (2) the difference in the standard viewing environments. We re used to looking at spreadsheets and documents on computer monitors, and we sit close to them. So we re accustomed to more brightness and contrast than is generally included on a standard television screen. If you digitize standard video footage, it looks lifeless and dull on a computer screen. We can deal with this issue in a number of ways. We want to make the video look a bit brighter and more colorful. Depending on what video editing or encoding software you re using, you may be offered a number of different controls. The simplest tools offered are brightness, color, and contrast controls. If this is what you ve got, you can try adding a touch of contrast and a bit of color, and backing off the brightness a bit. It may sound strange to turn down the brightness when we re after more vivid video, but you ll soon find that these controls all affect one another. When we re adding more color, we re essentially adding more light, which increases the overall brightness of the image. Backing off the overall brightness just a bit stops the image from getting too washed out. One of the problems of adjusting color, contrast, and brightness is that you can do as much harm as good. If you add too much color or brightness, the black areas of your image will no longer be black, but rather a charcoal gray. Whites will be too white. What you really want to do is make the colors more vivid, but without affecting the black levels or the white levels. The best way to do

the number of outstanding requests for class k that cannot be granted immediately, denoted E[# waitk], or the density of the number of tokens in place waitk; for customers of class k: Xk = k Czr 1Pr{#inusek of resources of type T: p7.= I - E[#&,]/q.. = 1);

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time block code G2 was quantified It was found that the performance of the concatenated TC(2,1,3)-G2 scheme degrades, as the delay spread increases due to the decrease in the associated SIR However, varying the delay spread had no significant effect onthe space-time trellis codes We proposed in Section 1445 an alternative mapping of the two transmission instants of the space-time block code G2 to the same subcarrier of two consecutive OFDM symbols, a solution which applicable to a delay non-sensitive system employing this was By approach, the performance of the concatenated scheme was no longer limited by the delay spread, but by the maximum Dopplerfrequency We concluded that a certain minimum S I R has to be maintained for attaining the best possible performanceof the concatenated scheme The shortened WATM channel was introduced in Section 1446.

3. Define a calculated range name. Figure 21.3 shows the new range name of dbToolsData. The db prefix is a naming convention for identifying a database. The formula that calculates the range for this name is in the Refers To: entry box. The OFFSET formula syntax is

(29.29)

In this section, spacetime trellis codes were concatenatedwith Reed-Solomon codes,in order to improve the performance of the system Once again, both channel coded space-timeblock and trellis codes were compared at a throughput of 1 and 2 BPS It was also found that the TC(2,1,3) coded space-time block code G2 outperforms theRS coded space-time trellis codes Space-time block coded AOFDM was studied in the Section 145, whichthe last section is of this treatise It was shown in Section 14531 that only the space-timeblock code G2 using one AOFDM receiver was capable of outperforming the conventional single-transmitter, single-receiver AOFDM system designed for a data transmission targetBER of over the shortened WATM channel We also confirmed that upon increasing the diversity order, the fading channels become AWGN-like channels This explains, why fixed-mode OFDM transmission constitutes a better trade-off, than AOFDM, when the diversity order is increased In Section 14.

CfI =,

(4 1.10) (41.1 1) (4 1.12)

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