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We assume that the wireless sensor network is connected to the outside world (e.g., point of command and control, the Internet, etc.) through a sink. The sink may or may not be collocated with the sensors in the deployment area. In case of a noncollocated sink, the interface with the outside world may be achieved by a vehicle driving by the area of deployment, or a helicopter, aircraft, or low earth orbit (LEO) satellite over ying the sensor network, and collecting information from a select group of reporting nodes. In such scenarios communication between individual sensors is by radio, while the reporting nodes are communicating with the noncollocated sink by radio, infrared, or laser [8,9]. One can easily contemplate a collection of mobile sinks for fault tolerance. When the sink is collocated with the wireless sensor network, it can also be in charge of performing any necessary training and maintenance operations. Throughout this chapter we shall assume that the sink is collocated with the sensors, and we shall refer to it occasionally as training agent (TA, for short), especially in contexts



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One of the great things about using layers is that you can make nearly all your edits without altering the original image directly. For example, adjustment layers and Smart Objects allow you to edit a photo quite dramatically without ever touching the original. This section looks at some advantages of, and strategies for, nondestructive editing. Nondestructive editing offers you the following benefits: n Increased flexibility during editing: You re bound to change your mind about elements as you work on a photo or design. If you apply a Gaussian Blur filter to a normal layer, it s pretty much set in stone. Apart from the History palette, there s no way back. However, if you make that photo a Smart Object first, Photoshop applies the blur as a Smart Filter assuming you re using CS3 and you can reedit the parameters of the blur as you work. n The ability to revise edits over time: Inevitably, you ll realize weeks later that you can improve on your edits to a design or photo. Non-destructive editing means that you don t have to start from scratch each time you do this. n You can easily remind yourself of the original image: When you re working on a file, especially a photo, it s useful to know where you ve come from. Hiding your ten adjustment layers to reveal the original photo lets you see quickly how far you ve come, and whether you re overdoing your treatments.





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Slepian-Wolf coding, 10, 549 560, 575, 581, 586, 592, 593, 595, 598, 603 605, 608 610 achievability, 551 converse, 555 duality with multiple access channels, 558 slice code, 122 slice questions, 121 sliding window Lempel-Ziv, 441 Sloane, N.J.A., 707, 708, 720 smallest probable set, 64 Smolin, J., 691, 698 SNR (Signal to Noise Ratio), 273, 514, 516 Solomon, G., 214 Solomonoff, R.J., 3, 4, 507, 716 source, 103, 337 binary, 307 Gaussian, 310 source channel coding theorem, 218, 223 source channel separation, 218, 318, 344, 592, 593 source code, 103, 123, 552, 631 source coding, 60, 134, 447, 473, 511 and channel capacity, 430 with side information, 575, 595 source coding theorem, 144, 158 space-time coding, 611 Spanish, 561, 562, 606 spectral representation theorem, 315 spectrum, 271, 279, 280, 315, 415, 417, 419, 421 spectrum estimation, 415 speech, 1, 87, 101, 171, 218, 305, 416 sphere, 265, 297, 324, 675 sphere covering, 324 sphere packing, 10, 324, 325 squared error, 302, 393, 423, 683 squared error distortion, 336 St. Petersburg paradox, 181, 182 Stam, A., 674, 687, 716 state diagram, 95 state transition, 73, 465 stationary, 4, 69, 114, 168, 220, 221, 279, 297, 415 417, 423, 428, 444, 446, 451, 453, 455, 458, 462, 613, 625, 626, 646, 647, 651, 659, 681 stationary distribution, 73, 77 79, 96 stationary ergodic processes, 69

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Figure 11.12: BER performance and the percentage of symbols not requiring equalization by the reduced-complexity RBF TEQ using correct decision feedback over the three-path Gaussian channel having a z-domain transfer function of F ( z ) = 0.5773+0.5773zY1 0 . 5 7 7 3 for~BPSK. The LLR magnitude threshold, the log-likelihood gradient and the ~ ~

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