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The revised LLAB model accounts for chromatic adaptation, lightness induction, surround relative luminance, discounting-the-illuminant, and the Hunt effect. It cannot predict the Stevens effect, incomplete chromatic adaptation, or the Helmholtz Kohlrausch effect. It also cannot predict the Helson Judd effect. LLAB includes predictors for lightness, chroma, saturation, colorfulness, and hue in its latest revision (Luo and Morivic 1996). This corrected the unnatural combination of appearance attributes (lightness, colorfulness, hue) in the original version (Luo, Lo, and Kuo 1996). The natural sets are lightness, chroma, and hue or brightness, colorfulness, and hue. The original LLAB formulation could not be used to calculate either brightness colorfulness matches or lightness chroma matches. It could be used to predict lightness colorfulness matches, which probably have little practical utility. If corresponding colors are predicted at constant luminance, then the lightness colorfulness matches become equivalent to lightness chroma matches. Interestingly, the original LLAB formulation did not meet the CIE TC1-34 requirements of a color appearance model that it include predictors of at least lightness, chroma, and hue. These limitations were corrected in the Luo and Morivic (1996) formulation presented in this chapter. Table 14.3 includes example calculations of LLAB appearance attributes for a few stimuli.



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Koyama, Surface Plasmon Resonance on Microaperture Vertical-Cavity Surface-Emitting Laser with Metal Grating, Appl Phys Lett 83, 836 (2003) [345j] M Sarrazin and J P Vigneron, Optical Properties of Tungsten Thin Films Perforated with a Bidimensional Array of Subwavelength Holes, Phys Rev E 68, 016603 (2003) [345k] I R Hooper and J R Sambles, Surface Plasmon Polaritons on Thin-Slab Metal Gratings, Phys Rev B 67, 235404 (2003) [345l] F J Garc a-Vidal, H J Lezec, T W Ebbesen, and L Mart n-Moreno, Multiple Paths to Enhance Optical Transmission Through a Single Subwavelength Slit, Phys Rev Lett 90, 213901 (2003) [345m] A Moreau, G Granet, F I Baida, and D Van Labeke, Light Transmission by Subwavelength Square Coaxial Aperture Arrays in Metallic Films, Opt Express 11, 1131 (2003) [345n] A Nahata, R A Linke, T Ishi, and K Ohashi, Enhanced Nonlinear Optical Conversion from a Periodically Nanostructured Metal Film, Opt Lett.





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# Join these strings together, with no separator. return string.join(DecodedList, ) if (__name__== __main__ ): SecretMessage=Encode( Remember to drink your Ovaltine! ) print SecretMessage print Decode(SecretMessage)

28, 423 (2003) [345o] N Bonod, S Enoch, P F Li, E Popov, and M Neviere, Resonant Optical Transmission Through Thin Metallic Films With and Without Holes, Opt Express 11, 482 (2003) [345p] J Seidel, S Grafstrom, L Eng, and L Bischo , Surface Plasmon Transmission Across Narrow Grooves in Thin Silver Films, Appl Phys Lett 82, 1368 (2003)..

Let us now calculate the radio capacity needed per service during the BH. Video streaming The GBR is assumed to be 32 kb/s. Therefore, the number of radio TSLs per MS to guarantee the service are: RadioCapacityEGPRS 1 0:1 32 % 1:4 TSL=MS 25 MCS-6 7:42

0 0 . . . n 1

Want to check out a few more GREPs Ken Martin has been kind enough to post some on his site at www.kpmartin.com.

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calculation becomes impractical for two reasons. First, the probing signal calculation method becomes cumbersome. Second and more important, the high-order nuclei depend on high-order terms in the power-series expansion of the nonlinear element. These terms come from the experimental characterisation of the nonlinearity (see s 2 and 3) and are affected by an increasing degree of inaccuracy. Therefore, practical applications of the Volterra series must be limited to a small order and consequently to mild nonlinear problems. From what has been said, we can conclude that the Volterra series is an easy and elegant method, suitable for the analysis of mildly nonlinear problems only. Its natural application is the analysis of intermodulation in linear power ampli ers with two-tone or multiple-tone input signal; a special development of this technique has been applied to mixer analysis [30].

Mixed initiative scheduling systems, however, usually use problem-solving-oriented scheduling techniques because it is easier to nd points of interaction when a technique mimics a human planner. Looking at literature on domain oriented algorithms, we see the following kinds of interactions:

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