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In this chapter, we rst give a short summary of the principal techniques and algorithms of FLEXFIS [41], applicable for online regression problems, as well as FLEXFISClass [42], applicable for building up an evolving fuzzy classi er for online classi cation problems. The major novel contribution of this chapter lies in the second part, where we focus on issues guiding the evolving learning algorithms to more robustness and stability during the learning process and hence achieving higher performance of the evolved models (see also previous section). These issues are indeed implemented in FLEXFIS and respectively FLEXFIS-Class (hence a short summary of these methods and references where appropriate is given beforehand in order to keep the chapter selfcontained), but are generically described in the sense that they can be quite easily adopted for most of the evolving fuzzy systems and classi ers approaches mentioned above. Evaluation of the proposed approaches will be done throughout the whole chapter, both

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The sensors in the rst ring spend (in the worst case) energy proportional to Ra c to send their own message directly to the sink, and to retransmit each 1 message In addition, each of them retransmits a proportional number of messages from sensors in all other rings The number of sensors it helps is therefore (N2 Nn )=N1 (N N1 )=N1 , and the total number of messages it sends is 1 (N 2 N1)/N1 N/N1 P 2/R2 Thus the energy needed for these trans1 missions is (Ra c)P 2/R2 This is a function of one variable, which has the mini1 1 mum at r1 (2c/(a 2 2))1/a For a 2, the energy is minimized for the maximal transmission range The (unrealistic) case c 0 is easy to discuss We therefore continue the discussion only for the case c 0 and a 2.

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Clinical pressure monitor Canon XL1 Digital Video Recorder Power Macintosh with Adobe Photoshop Protocol (a) Attach vessel to ow system equipped with PBSA reservoir (Lifecell tissue culture ask) and pressure transducer as depicted in Fig. 12.7. (b) Inject PBSA into the ow system with the 60-ml syringe and monitor the pressure increases on the clinical pressure monitor. (c) Increase the pressure by 50-mmHg increments until the vessel fails, usually by pinhole leak or wall rupture. (d) At each 50-mmHg pressure increment, record the vessel diameter with the Canon XL1 Digital Video Recorder. (e) Transfer images to the Power Macintosh and acquire with Adobe Photoshop. (f) Measure the vessel external diameter at each recorded pressure with Adobe Photoshop. (g) Obtain measurement of vessel cross-sectional area from histologic preparation of a small vessel segment removed before mechanical testing. (h) Using the known cross-sectional area of the vessel and the external diameter at each pressure, calculate the internal and external radii of the vessel at each pressure. (i) Calculate stress ( ) and strain ( ) as follows: = = 8P (rexternal rinternal )2 (rexternal 2 rinternal 2 ) (rexternal + rinternal )2 (rexternal + rinternal ) 1 (r0,external + r0,internal )

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Interestingly, the minimal energy for the rst ring is obtained for the target radius that does not depend on P, N, and even n! The target radius for the rst ring is adopted if r1 , T, otherwise, it must be changed to r1 T If P r1, then the optimal number of rings is n 1 Moreover, in this case r1 P We assume that P r1 in the remaining analysis Now consider sensors in the last ring They send only one message to sensors in the previous ring, which requires energy proportional to Ra c The sensor network n will maximize its lifetime when all sensors die at approximately the same time Otherwise, the sensor network will not be able to either monitor or report the event.

0.7 0.6 0.5 0.4 0.3 0.2 0.1 0 1 10 100 1,000 (a) 1 10,000 100,000 1e+006 8/15 vs. 8/16 8/15 vs. 8/17 8/15 vs. 8/18 8/15 vs. 8/19 8/15 vs. 8/20

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