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Does a sequence { Z L ~ ~C V~, which converges in some norm, remain convergent }; ~ in another norm Does a set S c V , which is open in some norm, remain open in another norm

Y (s)

where S is a set of switching levels, 7 is the average SNR per symbol, Pavgis the average BEP of the adaptive modulation scheme given in (6.21), Pth is the target average BEP of the ,, adaptive modulation scheme, B, is the BPS throughput of the highest order constituent Baugis given in (6.14) and p is a modulation mode. Furthermore, the average throughput weighting factor, facilitating the above-mentioned BPS throughput enhancement. The first term at the right hand side of (6.40) corresponds to a cost function, which accounts for the difference, in the logarithmic domain, between the average BEP Pavgof the AQAM scheme 5 and the target BEP Pth. This term becomes zero, when Pavg Pth, contributing no cost to the overall cost function R. On the other hand, the second term of (6.40) accounts for and the the logarithmic distance between the maximum achievable BPS throughput B,,, approaches average BPS throughput Bavgof the AQAM scheme, which decreases, as Bavg B,,,. Applying Powell s minimization [29] to this cost function under the constraint of s k - 1 5 s k , the optimum set of switching levels soPt(7) be obtained, resulting in the can highest average BPS throughput, while maintaining the target average BEP.

FIGURE 13-12

6.10 Resolution and 3D Imaging. Section 6.4.2 uses dux % l=A and dz % 8lz2 =A2 to approximate the angular and range resolution for 3D imaging using Eqn. (6.73). Derive and explain these limits. Compare the resolution of this approach with projection tomography and optical coherence tomography. 6.11 Bandwidth. Section 6.6.1 argues that the spatial bandwidth of the eld does not change under free-space propagation. Nevertheless, one observes that coherent, incoherent, and partially coherent images blur under defocus. The blur suggests, of course, that bandwidth is reduced on propagation. Explain this paradox. Coherent-Mode Decomposition. Consider a source consisting of three mutually incoherent Gaussian beams at focus in the plane z 0. The source is described by the cross-spectral density W(x1 , y1 , x2 , y2 , n) S(n) f0 y1 0:5D x2 y2 0:5D f0 f0 D D D D x1 0:5D y1 0:5D x2 0:5D f0 f0 f0 D D D y2 0:5D x1 0:5D y1 0:5D f0 f0 f0 D D D ! x2 0:5D y2 0:5D f0 (6:152) f0 D D x

channel s memory For higher symbol rates, there is typically significant deterioration of the system s error rate performance If symbol rates exceeding this limit are to be transmitted over the channel, mechanisms must be implemented in order to combat the effects of ISI Channel equalization techniques [317] can be used to suppress the echoes caused by the channel In order to perform this operation, the CIR must be estimated Significant research efforts were invested into the development of such channelequalisers, and most wireless systems in operation use equalisers to combat ISI There is, however, an alternative approach towards transmitting data over a multipath channel Instead of attempting to cancel the effects of the channel s echos, Orthogonal Frequency Division Multiplexing(OFDM) [317] modems employ a set subcarriers in order to of transmit information symbols in parallel - in so-called subchannels - over the channel.

the top-right corner of each photo thumbnail, and by default all pictures are checked. If you want to copy them all to your hard drive, click Next. Otherwise, uncheck the ones you don t want to copy. You can select only a few to copy by clicking Clear All to remove all the check boxes and then checking only the pictures you want to copy. Click Next. The Picture Name and Destination window (see Figure 11-4) opens. Type a name for this group of pictures and choose a folder in which to copy them. By default, the wizard displays the folder you most recently used for this purpose along with a drop-down menu that lists all your recent folder selections when using the wizard. Once you ve chosen a destination folder, decide if you want to delete the pictures from the camera. Click the check box if you do, and then click Next.