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power consumption associated with it and the possibility of false positives (see Section 552) The connectivity environment In a at area where there are few obstructions, most nodes usually have multiple neighbors that can observe their behavior In that case, a small percentage of nodes may have visibility of most of the traf c and therefore be able to detect most attacks The capabilities of nodes It may only be possible for a small subset of the nodes to run IDS due to limitations on resources such as power, CPU processing, storage, and bandwidth In that case there may not be a choice and the nodes that have available resources and the necessary capabilities will have to execute the IDS functions Number of nodes that need protection It may be critical to only protect a small subset of the nodes that either store important data or run critical servers The speci c mission or application may be willing to tolerate attacks against a number of other nodes In that case it is probably more important to place nodes running IDS around the important nodes A few additional nodes running IDS scattered throughout the rest of the network might then suf ce Percentage of compromised nodes that can be tolerated Certain applications can continue functioning at an acceptable level even after some percentage of the nodes has been compromised If that is the case then a smaller percentage of IDS nodes may be suf cient to ensure that no more than the acceptable percentage of nodes has been compromised

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with xj,k , j = 1 n the wavelet coef cients above t This means that the regression slope (ie the estimated regularity by the W CR method) remains the same after interpolation (see Figure 119 left, second row); perform an inverse wavelet transform

With this method, the local estimated regularity of the signal/image will remain unchanged because the high frequencies content is added in a manner coherent with lower scales From an algorithmic point of view, we note that only one computation is needed, whatever the number of added scales 1153 Regularity and asymptotic properties Let Xn+m be the signal after m interpolations, (n, t) be the estimated regularity at t given by (112) and log2 Kn,k be the ordinate at zero of the W CR regression PROPOSITION 117 If X C then, whatever the number m of added scales: X Xn+m with (Kn , n ) such that:

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(Kn,k , (n,t))

Kn,k 2 2j (n,t)

Unfortunately, since there are so many parameters in deciding how many and which nodes need to execute the IDS functions, there is no clear-cut answer to this question The answer depends to a large degree on the speci cs of the application and the mission We will discuss some possible schemes that attempt to address this issue later in this section The most important factor in deciding which nodes are part of the intrusion detection system and the role of each is the architecture of the system Typically, we can have two different types of architecture:

PROPOSITION 118 Assume that X C and that at each point the local and the pointwise H lder exponents of X coincide Then, > 0, N : n > N X Xn+m In addition, X Xn+m

.

= O(2 (n+m)( ) )

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See [LEG 04b] for more results 1154 Numerical experiments We show a comparison between the regularity-based interpolation method and a traditional bicubic method on a scene containing a Japanese door (toryi) Figure 119 displays the original 128 128 pixel image, and eight-times bicubic and regularity-based interpolations on a detail of the door image 116 Biomedical signal analysis Fractal analysis has long been applied with success in the biomedical eld A particularly interesting example is provided by the study of ECG ECG and signals derived from them, such as RR intervals, are an important source of information in the detection of various pathologies, eg congestive heart failure and sleep apnea, among others The fractality of such data has been reported in numerous works over the years Several fractal parameters, such as the box dimension, have been found to correlate well with this heart condition in certain situations ([PET 99, TU 04])

Figure 119 Left First row: original door image, second row: Regression of the logarithm of the wavelet coef cients vs scales above the point t The added wavelet coef cient is the one on the right Right: 8 times bicubic (up) and regularity-based (bottom) interpolations on door image (detail)

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We next look at each of these architectures and also address the problem of the role of nodes in the intrusion detection system 541 Noncollaborative Intrusion Detection System

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