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Use Smart Quotes: When this option is selected, Photoshop detects the open and close quote characters in the text and treats them differently so they point in the direction that they apply. Show Asian Text Options: When this option is selected, additional options for the Chinese, Japanese, and Korean text symbols are visible in the Character and Paragraph panels. If you are not working with these language sets, you should leave this option unselected. Enable Missing Glyph Protection: If you open a file in Photoshop that contains a font that is not included on the system, you see an alert and the font is substituted by one that is on the system. When this option is selected, Photoshop automatically selects an appropriate font if you enter text that results in incorrect or unreadable characters. Show Font Names in English: When this option is selected, the font names appear in English, even if the font is for another language such as Chinese or Japanese. This is useful if you need to add characters from another language font but do not actually read the language.

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LJUNG (1987), System Ident$cation: Theory for the User, 1st edition, Prentice-Hall, Englewood Cliffs, NJ s LJUNGAND L LJUNG(1985), Error propagation properties of recursive least-squares adaptation algorithms, Automatica, vol 21, pp 157-167 L LJUNG,M MORF, AND D D FALCONER (1978), Fast calculation of gain matrices for recursive estimation schemes, Int J Control, vol 27, pp 1-19 C G LOPES AND A H SAYED, (2006), Distributed adaptive incremental strategies: Formulation and performance analysis, ProcICASSP, Toulouse, France, vol 3, pp 584-587 C G LOPESAND A HSAYED, (2007a) Incremental adaptive strategies over distributed networks, IEEE Trans Signal Processing, vol 55, no 8, pp 40644077 C G LOPESAND A H SAYED, (2007b), Diffusion least-mean-squares over adaptive networks, Proc ICASSP, Honolulu, Hawaii, vol 3, pp 917-920 C G LOPESAND A H SAYED, (2008), Diffusion least-mean squares over adaptive networks: Formulation and performance analysis, IEEE Trans Signal Processing, vol 56 R.

LUCKY (1965), Automatic equalization for digital communication, Bell Syst Tech J, vol 44, pp 547-588 0 MACCHI (1995), Adaptive Processing: The LMS Approach with Applications in Transmission, Wiley, New York 0 MACCHI AND E EWEDA (1983), Second-order convergence analysis of stochastic adaptive linear filtering, IEEE Trans Automat Control, vol 28, no 1, pp 76-85 0 MACCHIAND E EWEDA (1984) Convergence analysis of self-adaptive equalizers, IEEE Trans lnform Theory, vol 30, pp 161-176 J MAI AND A H SAYED (2000), A feedback approach to the steady-state performance of fractionally-spaced blind adaptive equalizers, IEEE Trans Signal Process, vol 48, no 1, pp 80-91 D G MANOLAKIS, K INGLE,AND S M KOGON V (ZOOO), Statistical andAdaptive Signal Processing, McGraw Hill, New York D G MANOLAKIS, LING,AND J G PROAKIS F (1987) Efficient time-recursiveleast-squares algorithms for finite-memory adaptive filtering, IEEE Trans Circuits Syst, vol 34, no 4, pp 400-408 D.

and in physically tangible terms its value is equal to the area under the PDF curve of Figure 6.2(b) surrounded by the left y-axis and y = yo vertical line. Upon taking into account that for high SNRs the PDFs of Figure 6.2(b) are near-linear, area can be approximated this by yo/ , considering that f 7 ( 0 ) = l/ . Hence, the outage probability is inversely proportional to the transmit power, requiring an approximately 10-fold increased transmit power for reducing the outage probability an order of magnitude, as seenin Figure 6.2(c). The exact by value of the outage probabilityis given by:

g For your Drop Shadow settings, set the Blend Mode to Normal, the Color to White, the Opacity to 35%, the Distance to 0, the Spread to 22, the Size to 32, and the Noise to10; then click OK to apply the Layer style.

MANSOUR A H GRAY, (1982), Unconstrained frequency-domainadaptive filter, IEEE Trans AND JR Acoust Speech Signal Process, vol 30, no 5, pp 726-734 s MARCOSAND 0 MACCHI (1987) Tracking capability of the least mean square algorithm: Application to an asynchronous echo canceler; IEEE Trans Acoustics Speech Signal Process, vol 35, no 11, pp 15701578 D F MARSHALL, K JENKINS, J J MURPHY W AND (1989), The use of orthogonal transforms for improving performance of adaptive filters, IEEE Trans Circuits Syst, vol 36, no 4, pp 474-483 E MASRY AND F BULLO (1995), Convergence analysis of the sign algorithm for adaptive filtering, IEEE Trans Inform Theory, vol 41, pp 489-495 V J MATHEWS (1991a), Performance analysis of adaptive filters equipped with dual sign algorithm, IEEE Trans Signal Process, vol 39, pp 85-91 V J MATHEWS (1991b), Adaptive polynomial filters, ZEEE Signal Process Mag, vol 8 , no.

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