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transmissions using simulations. The results for SCT, DCT, triple-channel transmission (TCT), and quadruple-channel transmission (QCT) are shown in Fig. 7.11, where we assume that all piconets transmit synchronized one-slot packets and the SNR is in nity. It can be seen that further PER reduction over DCT by using TCT or QCT is marginal, compared to the improvement provided by DCT over SCT. Considering the balance of complexity and performance, DCT is the preferred choice. 7.5.1.2 Analysis for Piconets with Mixed Packet Type. In this section we generalize the collision analysis to the case of mixed packet type (one slot, three slot, and ve slot), and the model is similar to [2] except that we also consider an AWGN channel. The system traf c load may vary as we add idle slots (single slot with no traf c load) into our model. m We rst derive the PER for SCT based on the result in [2]. Let Fsct k; n denote the probability of success for the k-slot packet in the piconet of interest when n unsynchronized piconets with SCT coexist without noise, where k = 1, 3, 5. The superscript m denotes that mixed packet types coexist. Then, the PER for a k-slot packet when n piconets with SCT coexist in AWGN channels is m n 1 m bk a P m k; n 1 Fsct k; n bk a 1 Fsct k; 2 sct 7:13

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1. 2. 3. 4. 1. 2. 3. 4. 5.

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P. K. Simpson, (1992). Fuzzy Min-Max Neural Networks Part 1: Classi cation, IEEE Trans. on Neural Networks, 3, pp. 776 786. P. K. Simpson, (1993). Fuzzy Min-Max Neural Networks Part 1: Classi cation, IEEE Trans. on Fuzzy Systems, 1, pp. 32 45. T. Takagi, M. Sugeno, (1985). Fuzzy Identi cation of Systems and Its Applications to Modeling and Control, IEEE Trans. on Systems, Man, and Cybernetics, 15, 116 132. L. X. Wang, (1992). Fuzzy Systems are Universal Approximators. Proc. Int. Conf. Fuzzy Syst., pp. 1163 1170, 1992. W. J. Wang, (1997). New Similarity Measures on Fuzzy Sets and on Elements, Fuzzy Sets & Systems, 85, pp. 305 309. J. S. Wang, Lee, C.S.G. (2001). Ef cient Neuro-Fuzzy Control Systems for Autonomous Underwater Vehicle Control. Proc. 2001 IEEE Int. Conf. on Robotics and Automation, pp. 2986 2991. S. Wu, M. J. Er, (2000). Dynamic Fuzzy Neural Networks: A Novel Approach to Function Approximation, IEEE Trans. on Systems, Man, and Cybernetics, Part B: Cybernetics, 30, pp. 358 364. S. Wu, M. J. Er, Y. Gao, (2001). A Fast Approach for Automatic Generation of Fuzzy Rules by Generalized Dynamic Fuzzy Neural Networks, IEEE Trans. on Fuzzy Systems, 9, pp. 578 594. L. A. Zadeh, (1994). Soft Computing and Fuzzy Logic, IEEE Soft.

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Wilson, V. E., Schmid, A., & Peper, E. (2006). Strategies for training concentration. In J. M. Williams (Ed.), Applied sport psychology: Personal growth to peak performance (5th ed., pp. 404 422). New York: McGraw-Hill. Wittig, A. F., & Schurr, K. T. (1994). Psychological characteristics of women volleyball players: Relationships with injuries, rehabilitation, and team success. Personality and Social Psychology Bulletin, 20, 322 330. Zinsser, N., Bunker, L., & Williams, J. M. (2006). Cognitive techniques for building confidence and enhancing performance. In J. M. Williams (Ed.), Applied sport psychology: Personal growth to peak performance (5th ed., pp. 349 381). New York: McGraw-Hill. Zuckerman, M. (1979). Sensation seeking: Beyond the optimal level of arousal. Hillsdale, NJ: Erlbaum.

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The logistic regression can then be performed in Minitab, with the results shown in Table 4.4. First, note that the odds ratio reported by Minitab equals 0.47, the same value that we found using the cell counts directly. Next, equation (4.3) tells us that odds ratio = e 1 . We verify this by noting that b1 = 0.747795, so that eb1 = 0.47. Here we have b0 = 1.60596 and b1 = 0.747795. So the probability of churning for a customer belonging (x = 1) or not belonging (x = 0) to the VoiceMail Plan is estimated as (x) = with the estimated logit g(x) = 1.60596 0.747795x For a customer belonging to the plan, we estimate his or her probability of churning: g(x) = 1.60596 (0.747795)(1) = 2.3538

Palo Alto, CA: Annual Reviews Goldfried, M R, & Wolfe, B E (1996) Psychotherapy practice and research: Repairing a.

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