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GRETSI, e Juan les Pins,France, pages 321 324, 1993 1099 M Soumekh Reconnaissance with ultra wideband UHF synthetic aperture radar IEEE Signal Processing Magazine, 12(4):21 40, July 1995 1100 R Steele, editor Mobile Radio Communications IEEE Press, 1994 1101 BD Steinberg Adaptive beamforming in radio camera imaging In 24-th Asilomar Conference Signals, Systems Comp, pages 2 7 vol1 Maple Press, 1990 1102 M Stewart-Bartlett and TJ Sejnowski Independent components of face images: A representation for face recognition In Proceedings of the 4th Joint Symposium on Neural Computation, pages 3 10, 1997 1103 AG Stogioglou and S McLaughlin Asymptotic performance analysis for direct and indirect HOS-based deconvolution In IEE Colloquium on Blind Deconvolution - Algorithms and Applications (Ref No1995/145), pages 3/1 7, London, UK, 1995 IEE 1104 JV Stone Blind source separation using temporal predictability Neural Computation, 13(7):1559 1574, 2001 1105 JV.

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Because construction is an interactive process involving several people, with different needs and perceptions during a long time, it is plausible that all types of con icts may occur. This justi es the need for an adequate management approach for dealing with con icts in construction. Table 17.1 summarizes the con ict classi cation described above.

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Remark. There are some analogies between the transfer function representation of Fig. XI.4 and the feedback structure of Fig. 15.5 derived earlier using energy conservation arguments. However, the arguments that led to Fig. 15.5 did not use any approximation and were carried out in the time domain. The transfer function derivation, on the other hand, assumes regressors with shift structure, uses a sinusoidal input sequence (although some other classes of signals can be used), and ignores the effect of initial conditions and nonlinear mixing terms. Still, the transfer function approach offers useful insights into the performance of LMS-type algorithms. It was first described by Glover (1977) and later extended by Clarkson and White (1987).

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Stone, J Porrill, and NR Porter Spatiotemporal independent component analysis of fMRI data using skewed probability density functions Neuroimage, pages in print, 2002 1106 J Storck and G Deco Factorial learning of multivariate time series In Proc of the Int Conference on Neural Networks, pages 149 154, Paris, France, Oct 9-13 1995 1107 E Str m, S Parkvall, SL Miller, and BE Ottersten Propagation delay estimation in asyno chronous direct-sequence code-division multiple access systems IEEE Tr Comm, 44(1):84 93, January 1996 1108 A Stuart and J Ord Kendall s Advanced Theory of Statistics Edward Arnold, 1994 1109 RJ Stubbs and Q Summer eld Evaluation of two voice-separation algorithms using normal and hearing impaired listeners Journal of the Acoustical Society of America, 84(4):1236 1249, Oct 1988 1110 R Sucher A self-organizing nonlinear lter based on fuzzy clustering In Proc IEEE ISCAS, pages 101 103 vol.

Choose Tools Create Metadata Template. The Create Metadata Template dialog box opens; click the twirly next to IPTC Core if the area is collapsed. IPTC Core (International Press Telecommunications Council) metadata is editable metadata that allows you to add an array of information about an image and its owner. Figure 3.14 shows a partial listing of the metadata elds in this area. Type the appropriate information into the text boxes. As you do, you ll notice that a check mark appears to the left of the eld s title, indicating that the eld is added.

Digital lenses have to be sharper than comparable film lenses, just to keep up. The reason why is that most DSLR cameras have a slight blur filter (also called an anti-aliasing or low pass filter) in front of the image sensor to cut down on aliasing and ensure that the colors are accurate. In processing the image data, a slight sharpening algorithm is automatically added, to counteract the blur effect. Since film is chemical and not electronic, film lenses don t need a sharpening algorithm, so they don t have to have as high a resolving power as digital lenses in order to achieve the same level of image crispness. Of course, this is an oversimplification of a technically complex issue. The two other, highly technical reasons for requiring sharper lenses for image sensors than for film are something called MTF or Modulation Transfer Function, and Nyquist frequency. , We won t go into a long-winded explanation about what they are and why they are important, but, essentially, it all boils down to the fact that the highest-quality images come from those DSLRs in which the lens has twice the resolving power (sharpness) of the image sensor.

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Remark. The channel matrix H defined above has a Toeplitz structure, i.e., it has constant elements along its diagonals.

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