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The optimization of the DFE based onjoint minimization of both the noise and IS1 was undertaken by Salz [98], which was subsequently extended to QAM systems by Falconer and Foschini [99] At about the same time, Price [ 1001 optimised the DFE utilizing the so-called ZF criterion, where all by the IS1 was compensated by the DFE The pioneering work achieved so far assumed perfect decision feedback and that the number of taps of the DFE was infinite A more comprehensive history of the linear equalizer and the DFE can be found in the classic papers by Lucky [ 1011 or by Belfiore [ 1021 and a more recent survey was produced by Qureshi [ 1031 In recent years, there has not been much development on the structure of the linear and decision feedback equalizers.

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F 1 (r1 )

However considerable effort has been given to the investigation of adaptive algorithms that are used to adapt the equalizers according to the prevalent CIR These contributions will be elaborated in the next chapter Nevertheless, some interesting work on merging the MLSE detectors with the DFE has been achieved by Cheung et al [104, 1051,Wu et al [106, 1071 and Gu et al [108] In these contributions, the structure of the MLSE and DFE was merged in order to yield an improved BER performance, when compared to the DFE, albeit at the cost of increased complexity However, the complexity.

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In this chapter, we shall study an IP-based Radio Access Network (RAN) as an example of applying the technologies of the preceding chapters. In the framework of preceding chapters, an IP RAN can be considered to be a multi-service Internet access domain supporting endpoint mobility. From the viewpoint of DiffServ, mobility is handled on the link layer. The traf c engineering framework of IETF is used to structure the example. In what follows, we shall rst study the motivation for using IP-based transport in cellular radio access network. Next, IP RAN transport architecture is explained. After that, an implementation of service quality support in IP-based RAN is accounted for using IETF s traf c engineering framework. The technologies listed here are generic to use of DiffServ-based transport in IP based RAN. DiffServ transport will be used in cellular backbones as well. Concentrating on IP-based RAN in this chapter has the advantage of providing a relatively well-de ned case study of a multi-service access network. The same principles can be applied in the backbone network, too, but QoS management there is easier due to higher aggregation level of ows.

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fund may be required to post only maintenance margin but no initial margin. SPAN margin can reduce the margin required for positions held on a single futures exchange, but the fund will likely get no reduction in margin due to positions held in various futures exchanges, even if the positions are carried by the same broker. Also, the broker is not constrained to collect only the minimum SPAN margin. 6.9 Some hedge funds have registered as broker-dealers to take advantage of 15 percent margin requirements for dealers. A hedge fund can avoid initial and maintenance margin requirements completely by creating a joint back of ce (JBO) with a dealer. To create a JBO, a hedge fund will appear to structure itself as part of the dealer. The structure may appear to have substance yet create no real economic link between the dealer and the customer. With a JBO, a hedge fund needs to post only enough margin to satisfy the dealer. The fund can use futures and OTC derivatives to create positions subject to lower margin requirements or no margin at all. Finally, the fund may be able to sidestep U.S. margin requirements if the fund is organized offshore and books nancing trades with non-U.S. broker-dealers (or offshore subsidiaries of U.S. broker-dealers). The haircut equals $300,000, equal to $125,000 on the long position ($50 million .25%) and $175,000 on the short position ($35 million .50%).

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With this code, each measurement gn returns the power spectral density Sni for a single value of n and i. The full data cube is then reconstructed by interpolation from the known voxels. Figure 10.54 samples and reconstructs the data of Fig. 10.50 using a sparse code. A sparse code CASSI system is effectively an array of slit spectrometers, although better results are obtained if the input features are dispersed from row to row (e.g., along y) rather than aligned p in slits. This approach enables spatial sampling of Nl color channels with period Nl in the x y plane. Analysis of sparse sampling is similar to the RGB color sampling of Section 7.3 with Nl color channels rather than just three. This sampling strategy may be preferred in shot-noise-dominated systems imaging weak spectral features, as discussed in Section 9.3.

1 P(nO 1) = P(nO 1) -

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