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c# pdf 417 reader


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adapted through optimization to obtain the desired performance, and (2) the dynamic adaptation method, where both the number of input output space partitions and their corresponding fuzzy rule con gurations are simultaneously and concurrently adapted The main focus of the SOFNN algorithm is the design of an approach for dynamic adaptation of the structure of the hybrid network, so that the underlying behavior of a nonlinear time-varying complex system could be captured in a model that is more accurate, compact, and interpretable For similar performance, the number of fuzzy partitions, and thereby fuzzy rules, can be greatly reduced by cluster-based partitioning of the input output space (Zadeh, 1994) Therefore, for identifying a more compact structure, input output space partitioning based on the traditional clustering approaches, such as hard c-means (HCM) and fuzzy c-means (FCM) (Gonzalez et al, 2002; Klawonn & Keller, 1998; Wang & Lee, 2001), has been proposed.

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(16.83) (16.84) (16.85) (16.86) (16.87) (16.88)

Total interdomain handoff number (N)

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38. Voldman S, Watson A. The in uence of deep trench and substrate resistance on the latchup robustness in a BiCMOS silicon germanium technology. Proceedings of the International Reliability Physics Symposium (IRPS), 2004. p. 135 42. 39. Voldman S, Watson A. The in uence of polysilicon- lled deep trench and sub-collector implants on latchup robustness in RF CMOS and BiCMOS SiGe technology. Proceedings of the Taiwan Electrostatic Discharge Conference (T-ESDC), 2004. p. 15 9. 40. Voldman S. CMOS. Latchup Tutorial. Tutorial K, Monday Tutorial Notes, Electrical Overstress/ Electrostatic Discharge Symposium, 2004;K1 60. 41. Voldman S. CMOS latchup. Tutorial Notes of the International Reliability Physics Symposium (IRPS), April 17, 2005. 42. Voldman S. A review of CMOS latchup and electrostatic discharge (ESD) in bipolar complimentary MOSFET (BiCMOS) silicon germanium technologies: Part II Latchup. Microelectronics Reliability 2005;45:437 55. 43. Voldman S, Gebreselasie E, Lanzerotti L, Larsen T, Feilchenfeld N, St. Onge S, et al. The In uence of a silicon dioxide- lled trench isolation structure and implanted sub-collector on latchup robustness. Proceedings of the International Reliability Physics Symposium (IRPS), 2005. p. 112 21. 44. Voldman S, Gebreselasie EG, Hershberger D, Collins DS, Feilchenfeld NB, St. Onge SA, et al. Latchup in merged triple well technology. Proceedings of the International Reliability Physics Symposium (IRPS), 2005. p. 129 36. 45. Bass RS, Nickel DJ, Sullivan DC, Voldman S. Method of automated ESD protection level veri cation. U.S. Patent No. 6,086.627 (July 11, 2000).

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ties to countries that already have good telecommunication infrastructures, but which suffer from overload of their resources. A third market concerns people who require a seamless connection in their international activities. Of course, depending on the scenario, the traffic may have different characteristics, as summarized in Table 22.1. Little is known about the two first classes of applications. The last one has been investigated in [35], where an analysis of the international activities led to a map of different zones, worldwide. In this model, the planisphere is divided into 288 cells, with 24 bands along the longitude and 12 along the latitude. The intensity levels from 0 to 8 shown in Figure 22.6 correspond to traffic expectations for the year 2005 of 0, 1.6, 6.4, 16, 32, 95, 191, 239, and 318 millions of addressable minutes/year. In [15] the traffic requirement matrix is obtained from trading statistics, namely the imports/exports between any two regions. Further market studies on satellites can be found in [23]. In the following, we describe how the users mobility can be modeled by means of some traffic assumptions. In particular, we group traffic assumptions into three categories:

The number of partitions, however, needs to be xed by a priori expert knowledge in these approaches The nal con guration of the clusters and the corresponding fuzzy rule parameters are obtained by a nonlinear optimization However, there is no guarantee of convergence to an optimal solution, as the nal solution greatly relies on the selection of initial locations of cluster centers Also, it is dif cult and time consuming to visualize the optimal number of partitions required for modeling a complex system, particularly if the underlying structural behavior of the system is time-varying and inadequately known Under the dynamic adaptation method, the training may start with a single fuzzy rule or neuron or none at all (Er & Wu, 2002; Kasabov & Song, 2002; Rizzi et al, 2002; Wang & Lee, 2001; Wu & Er, 2000; Wu et al, 2001).

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