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1. Open AutoCAD and start a drawing by using the acad.dwt template. 2. Start the Visual LISP editor. Open ab36-01.lsp from the Results folder of the DVD. If you did the previous exercise, you can open it from your AutoCAD Bible folder. 3. Select the expression (princ (chr 40)). Choose Debug Add Watch. Click OK in the Add Watch dialog box. Visual LISP opens the Watch window and displays the expression, as well as its value. 4. To add a variable to the Watch window, select item to the right of the FOREACH function and choose Add Watch in the Watch window. The Watch window should look like Figure 36.4.

Hi (z) =

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2. Save the drawing in your AutoCAD Bible folder as ab06-01.dwg. 3. Choose Home tab Draw panel Line to start the LINE command. At the Specify first point: prompt, choose any point in the center of your drawing. 4. Click the Ortho Mode button on the status bar. 5. Move the cursor to the right in the 0-degree direction and type .4667 . 6. Type .7341<129 . (Instead of typing the < symbol, you can press the Tab button to move to the Dynamic Input angle tooltip.) 7. Move the cursor to the right in the 0-degree direction and type .4668 . 8. Assume that this was a mistake. Type u . 9. The Specify next point or [Close/Undo]: prompt reappears. With the cursor still in the 0-degree direction, type .4667 . 10. Type c to close the figure. This ends the LINE command. 11. Start the LINE command again. 12. At the Specify first point: prompt, press Enter. The line starts at the previous endpoint. 13. Type .8071<270 and press Enter to end the LINE command. 14. Save your drawing. It should look like Figure 6.1.

coding used for this scheme are listed in Table 10.9. The Jacobian RBF DFE had a feedforward order of m = 2, feedback order of R. = 1 and decision delay of T = 1 symbol. The turbo coding parameters were given in Table and the number of turbo 10.3 decoder iterations issix. The BbB turbo interleaver size was fixed according the modto ulation mode used as shown in Table 10.5.

where uZ3E C(R). Let u E C2(R) n C ( 2 )be the solution ofthe equation Lu = f , where f E C ( R ) and f 5 0 inR. Then the maximum of u in is attained on the boundary dR. Furthermore it holds that if the maximum is attained at an interior point of R, then the function u is constant. This result remains true under less restrictive assumptions on the coefficients az3.

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15: Energy Conservation 16: Performance of LMS 17: Performance of NLMS 18: Performance of Sign-Error LMS 19: Performance of RLS and Other Filters 20: Nonstationary Environments 21 : Tracking Performance Summary and Notes Problems and Computer Projects

You can customize the ribbon by adding or deleting buttons, rows, sub-panels, panels, and tabs. You can add existing commands or create a custom command. I discuss how to create custom commands for toolbars in 29; the process is the same for the ribbon. You add commands to a panel; you can t add commands to a tab. If you want a new panel, you add it and then add commands to it. Also, you can add a tab and add panels to that tab. After you create a tab, you can display it on the ribbon by assigning it to a workspace or a contextual tab state.

where Hp is an m n-dimensional matrix of mixing coe cients at time-lag p (called the impulse response at time-lag p) and s(k) is an n-dimensional vector of source signals with mutually independent components. It should be noted that the causality in time domain is satis ed only when Hp = 0 for all p < 0 3 . The goal of the multichannel blind deconvolution is to estimate source signals using sensor signals x(k) only and certain knowledge of the source signal distributions and statistics. In the most general case, we attempt to estimate the sources by employing another multichannel, LTI, discrete-time, stable dynamical system (Fig. 9.4 (a) and (b)) described as

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