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R Babuska, Fuzzy Modeling for Control Boston: Kluwer Academic Publishers, 1998 31 P Angelov, C Xydeas, Fuzzy Systems Design: Direct and Indirect Approaches, Soft Computing: A Fusion of Foundations, Methodologies and Applications, 10: 836 849, Springer Verlag, 2006 32 M Setnes, R Babuska, U Kaymak, H R van Nauta Lemke, Similarity Measures in Fuzzy Rule Base Simpli cation, IEEE Trans on Systems, Man, and Cybernetics Part B: Cybernetics, 28(3): 376 386, 1988 33 Y Jin, Fuzzy Modeling of High-Dimensional Systems: Complexity Reduction and Interpretability Improvement, IEEE Trans on Fuzzy Systems, 8(2): 212 221, 2000 34 A Bordes, S Ertekin, J Weston, L on Bottou, Fast Kernel Classi ers with Online and Active e Learning, J Machine Learning Research, 6: 1579 1619, 2005 35 G Cauwenberghs, T Poggio, Incremental and Decremental Support Vector Machine Learning In Advances in Neural Processing Systems, vol 10, Cambridge, MA: MIT Press, USA, 2001 36 C.

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The analog signal is sampled by taking six samples from each of the audio channels, the right and left channels, thus forming a group of 12 vectors of 16 bits each, that is, a vector of 24 bytes This information is rst processed by an interleaver, and then input to the rst encoder, which is a shortened version CRS (28, 24) of the RS code CRS (255, 251) This encoder generates an output of 28 bytes that is input to another interleaver, which in turn passes these 28-byte interleaved vectors to a second encoder, another shortened version CRS (32, 28) of the RS code CRS (255, 251) The shortening procedure is described in Section 59 The coded information is added to another byte, containing synchronization information, and is then modi ed by a process known as eight-to-fourteen modulation (EFM) before being printed on the disk surface in digital format.

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Diehl, G Cauwenberghs, SVM Incremental Learning, Adaptation and Optimization Proc IEEE Int Joint Conf Neural Networks (IJCNN 03), 2003 37 Y Engel, S Mannor, R Meir, The Kernel Recursive Least Squares Algorithm, IEEE Trans Signal Proc, 52(8): 2275 2285, 2004 38 T Ahmed, M Coates, A Lakhina, Multivariate Online Anomaly Detection Using Kernel Recursive Least Squares Proc IEEE Infocom, Anchorage, 2007 39 D Wingate, S Singh, Kernel Predictive Linear Gaussian Models for Nonlinear Stochastic Dynamical Systems Int Conf Machine Learning, 2006; resources at webmitedu/$ wingated/www/resourceshtml 40 S Van Vaerenbergh, J V a, I Santamar a, A Sliding Window Kernel RLS Algorithm and Its Application to Nonlinear Channel Identi cation IEEE Int Conf Acoustics, Speech, and Signal Processing (ICASSP), Toulouse, France, May 2006 41 T Runarsson, S Sigurdsson, Asynchronous Parallel Evolutionary Model Selection for Support Vector Machines, Neural Information Processing Letters and Reviews, 3(3): 59 67, 2004..

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Easter eggs operate very similarly to stego in that someone inserts the covert data into the overt program and someone has to follow a specific set of steps to remove it. These steps usually involve opening up an application, going to a certain area of it, and typing specific words or commands. Other common Easter eggs involve making a modification to an application s configuration file and then starting up the application. The intent is not malicious, as with most Trojan horses, and these programs do not automatically run without the user s consent.

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This modulation is applied on the one hand to remove low-frequency components in the spectrum of the signal so as to avoid interference with the tracking control system needed for the reading of the disk, and on the other hand because the CD reader uses self-synchronization, that is, obtains a synchronization signal from the received signal itself, it is important to avoid long chains of 0 s, to keep the synchronizer locked In this particular case the EFM avoids the existence of chains of 0 s longer than 10 EFM is essentially a conversion of vectors of 8 bits into vectors of 14 bits, such that the run length limited (RLL) conditions are obeyed These RLL conditions are such that there should be at least two 0 s between any two 1 s, and at most ten 0 s between any two 1 s.

De ne new random variables S = fn (X n ) and T = gn (Y n ). Then since we can recover X n from S and T with low probability of error, we have, by Fano s inequality, H (X n |S, T ) n n . Then

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transactions, we must select the deployment density as well as the radius of the rst corona accordingly. We also need to chose sensors packing an amount of energy compatible with ratio (4.14). 2. Maximum Transmission Range Close to the Sink: First, assuming a known deployment density7 r, inequality (4.13) shows that for a given energy budget E, in order to guarantee a desired network longevity of T tasks, the (maximum) transmission radius of sensors deployed in close proximity to the sink must satisfy

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