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in this case (cf. Kolmogorov s axioms), and thus the probability of the above 38 event is P(O5 O6 ) = P(O5 ) + P(O6 ) = 200 = 0.19. A degree of possibility, on the other hand, behaves in an entirely different way. According to the interpretation we laid down above, one has to ask: what is the probability that after rolling the additional icosahedron it is still possible to get a 5 or a 6 as the final outcome Obviously, a 5 or a 6 are still possible, if rolling the additional icosahedron resulted in a 2, 3, 4, or 5. Therefore the degree of possibility is (O5 O6 ) = 4 and thus the same as the degree of possibility 5 of each of the two elementary events alone, and not their sum. It is easy to verify that in the dice example the degree of possibility of a set of elementary events is always the maximum of the degrees of possibility of the elementary events contained in it. However, the reason for this lies in the specific structure of this experiment. In general, this need not be the case. When discussing measures of possibility in more detail below, we show what conditions have to hold for this to be the case. In the following second step we slightly modify the experiment to demonstrate the relative independence of a basic probability and a basic possibility assignment. Suppose that instead of only one die, there are now two dice in each of the shakers, but two dice of the same kind. It is laid down that the higher number rolled counts. Of course, with this arrangement we get a

Weiss, CP Lichtenwalner, AR Papazian, RE Frahm, NR Basavanhally, DA Ramsey, VA Aksyuk, F Pardo, ME Simon, V Lifton, HB Chan, M Haueis, a Gasparyan, HR Shea, S Arney, CA Bolle, PR Kolodner, R Ryf, DT Neilson, and JV Gates (2003) 1100 1100 port MEMSBased Optical Crossconnect with 4-dB Maximum Loss, IEEE Photonics Technology Letters, 15(11), 1537 1539 [29] R Helkey (2005) Transparent Optical Networks with Large MEMS-Based Optical Switches , 8th International Symposium on Contemporary Photonics Technology (CPT) [30] O Jerphagnon, R Anderson, A Chojnacki, R Helkey, W Fant, V Kaman, A Keating, B Liu, c Pusarla, JR Sechrist, D Xu, Y Shifu and X Zheng (2002) Performance and Applications of Large Port-Count and Low-Loss Photonic Cross-Connect Systems for Optical Networks, Proceedings of IEEE/LEOS Annual Meeting, TuV4 [31] F Dijkstra and C.

Fig. 5.44 Current control circuit with the aid of an operational amplifier (a) and a circuit of galvanostat (b).

de Laat (2004) Optical Exchanges, GRIDNets conference proceedings, October 2004 [32] O Jerphagno, D Alstaetter, G Carvalho, and C McGugan (2004) Photonic Switches in the Worldwide National Research and Education Networks, Lightwave Magazine, November [33] M Yano, F Yamagishi, and T Tsuda (2005) Optical MEMS for Photonic Switching Compact and Stable Optical Crossconnect Switches for Simple, Fast, and Flexible Wavelength applications in recent Photonic Networks, IEEE Journal on Selected Topics in Quantum Electronics, 11, 383 394 [34] R Lingampalli, JR Sechrist, P Wills, J Chong, A Okun, C Broderick, and J Bowers (2002) Reliability Of 3D MEMS-Based Photonic Switching Systems, All-Optical Networks, Proceedings of NFOEC [35] K-I Kitayama, M Koga, H Morikawa, S Hara and M Kawai (2005) Optical Burst Switching Network Testbed in Japan, invited paper, OWC3, OFC [36] D Blumenthal and M.

An improved network analog method to determine the parasitic capacitances and inductances associated with the high-density multilevel interconnections on GaAs-based ICs is presented in Section 2.7. A few simpli ed formulas for calculating the interconnection capacitances on oxide-passivated silicon and semi-insulating gallium arsenide substrates are given in Section 2.8. A program called FastHenry for inductance extraction is discussed in Section 2.9. A resistance model for copper interconnections is presented in Section 2.10. In Section 2.11, the electrode parasitic capacitances in a GaAs metal semiconductor eld effect transistor (MESFET) have been determined by an application of the program IPCSGV developed earlier in the chapter.

[They say] where you get these things taught to you at school . . . [children] are so much on the look-out for them that they tend to see abuse where there is none.