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[486] C E Shannon Two-way communication channels In Proc 4th Berkeley Symp Math Stat Prob, Vol 1, pages 611 644 University of California Press, Berkeley, CA, 1961 [487] C E Shannon, R G Gallager, and E R Berlekamp Lower bounds to error probability for coding in discrete memoryless channels I Inf Control, 10:65 103, 1967 [488] C E Shannon, R G Gallager, and E R Berlekamp Lower bounds to error probability for coding in discrete memoryless channels II Inf Control, 10:522 552, 1967 [489] C E Shannon and W W Weaver The Mathematical Theory of Communication University of Illinois Press, Urbana, IL, 1949 [490] C E Shannon General treatment of the problem of coding IEEE Trans Inf Theory, pages 102 104, February 1953 [491] W F Sharpe Investments, 3rd ed Prentice-Hall, Englewood Cliffs, NJ, 1985 [492] P C Shields Universal redundancy rates do not exist IEEE Trans Inf.

Theory, pages 520 524, Mar 1993 [493] P C Shields The interactions between ergodic theory and information theory IEEE Trans Inf Theory, pages 2079 2093, Oct 1998 [494] P C Shields and B Weiss Universal redundancy rates for the class of B-processes do not exist IEEE Trans Inf Theory, pages 508 512, Mar 1995 [495] J E Shore and R W Johnson Axiomatic derivation of the principle of maximum entropy and the principle of minimum cross-entropy IEEE Trans Inf Theory, IT-26:26 37, 1980 [496] Y M Shtarkov Universal sequential coding of single messages Probl Inf Transm (USSR), 23(3):3 17, July Sept 1987 [497] A Shwartz and A Weiss Large Deviations for Performance Analysis, Queues, Communication and Computing Chapman & Hall, London, 1995 [498] D Slepian Key Papers in the Development of Information Theory IEEE Press, New York, 1974 [499] D Slepian On bandwidth Proc IEEE, pages 292 300, Mar 1976.

[500] D Slepian and H O Pollak Prolate spheroidal wave functions, Fourier analysis and uncertainty: Part I Bell Syst Tech J, 40:43 64, 1961 [501] D Slepian and J K Wolf A coding theorem for multiple access channels with correlated sources Bell Syst Tech J, 52:1037 1076, 1973 [502] D Slepian and J K Wolf Noiseless coding of correlated information sources IEEE Trans Inf Theory, IT-19:471 480, 1973 [503] D S Slepian Information theory in the fties IEEE Trans Inf Theory, pages 145 148, Mar 1973..

Sub Discount1() Quantity = InputBox( Enter Quantity: ) If Quantity = Then Exit Sub If Quantity >= 0 Then Discount = 0.1 If Quantity >= 25 Then Discount = 0.15 If Quantity >= 50 Then Discount = 0.2 If Quantity >= 75 Then Discount = 0.25 MsgBox Discount: & Discount End Sub

A high degree of discrepancy between what patients say about their pain and physical capacity and performance on more objective assessment of physical functioning and facial expressions are.

Choose View > Guides > Edit Guides. For Color, click the triangle in the color box and select a guide line color from the palette. The default guide color is green. Select or deselect Show Guides to display or hide guides. Select or deselect Snap to Guides to turn snapping to guides on or off. Select or deselect Lock Guides to lock or unlock guides. For Snap Accuracy, select an option from the pop-up menu. If you want to remove all guides, click Clear All.

As a consequence of the AEP, we can show that the set A(n) has the following properties: Theorem 3.1.2

It is possible to adjust Equations 25.8 and 25.9 for tied pairs. However, when the number of ties is small, the adjusted equations are closely approximated by the unadjusted equations (Kendall & Gibbons, 1990). Most often in applied research, ties are ignored when computing Spearman s correlation. This means that Equation 25.7 is used with tied rank values computed by taking the average of the corresponding ranks for identical raw scores. Spearman s rho has a theoretical relationship to . In bivariate normal populations,

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A certain minimum loss must be maintained in four-wire circuits to ensure against singing Up to a certain limit of round-trip delay, echo may be controlled by adding loss (ie, inserting attenuators, sometimes called pads) It is desirable to limit these losses as much as possible, to improve the loudness rating of a connection National transmission plans vary considerably Obviously the length of a circuit is important, as well as the velocity of propagation of the transmission media involved Velocity of propagation A signal takes a nite amount of time to traverse from point A to point B over a speci c transmission medium In free space, radio signals travel at 3 108 m/ sec or 186,000 mi/ sec; ber-optic light guide, about 2 108 m/ s or about 125,000 mi/ sec; on heavily loaded wire-pair cable, about 0.