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Using the standard fuzzy set operators, it is possible to determine that Peter will be better at the sport than Carl The example above is a very simplistic situation For most real-world problems, the sought outcome is a function of a number of complex events or scenarios For example, actions made by a controller are determined by a set of fuzzy if-then rules The if-then rules describe situations that can occur, with a corresponding action that the controller should execute It is, however, possible that more than one situation, as described by if-then rules, are simultaneously active, with di erent actions The problem is to determine the best action to take A mechanism is therefore needed to infer an action from a set of activated situations What is necessary is a formal logic system that can be used to reason about uncertainties in order to derive at plausible actions Fuzzy logic [945] is such a system, which together with an inferencing system form a tool for approximate reasoning Section 211 provides a short de nition of fuzzy logic and a short overview of its main concepts The process of fuzzy inferencing is described in Section 212

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Zadeh [947] de nes fuzzy logic (FL) as a logical system, which is an extension of multivalued logic that is intended to serve as a logic for approximate reasoning The two

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Computational Intelligence: An Introduction, Second Edition AP Engelbrecht c 2007 John Wiley & Sons, Ltd

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Aannestad, PA (1982) On interstellar linear polarization and grain growth A&A, 115, 219 222 [206] Aannestad, PA, Greenberg, JM (1983) Interstellar polarization, grain growth, and alignment ApJ, 272, 551 562 [206] A Hearn, MF (1972) Polarization observations of the 4430 diffuse interstellar absorption feature AJ, 77, 302 305 [213] Appenzeller, I (1968) Polarimetric observations of nearby stars in the directions of the galactic poles and the galactic plane ApJ, 151, 907 918 [216] Appenzeller, I (1974) Interaction between the Barnard Loop Nebula and the interstellar magnetic eld A&A, 36, 99 105 [215] Avery, RW, Michalsky Jr, JJ, Stokes, RA (1973) Circular polarization in the B stars X Persei, 5 Persei, 55 Cygni and 30 Pegasi ApJ, 180, L127 L128 [208, 209] Baud, B, Tinbergen, J (1972) Optical polarization of X Per Nature, 237, 29 30 [208] Behr, A (1959) Beobachtungen zur Wellenl ngenabh ngigkeit der interstellaren Polarisation Zeit f r Astrophysik, 47, 54 58 [203] Behr, A (1961) Bemerkungen ber den Ursprung der Polarisation des Sternlichts Zeit f r Astrophysik, 53, 95 105 [210] Bel, N, Lafon, J-P J, Leroy, J-L (1993) Visual polarization measurements in the Cepheus Flare A&A, 270, 444 450 [221] Berdyugin, A, Sn re, M-O, Teerikorpi, P (1995) Interstellar polarization at high galactic latitude for distant stars: rst results for Z less than or equal to 600 pc A&A, 294, 568 574 [215] Bhatt, HC, Jain, SK (1993) Polarization maps for the dark clouds B227 and L121 A&A, 276, 507 510 [216] Breger, M (1977) Intracluster Dust, circumstellar shell, and the wavelength dependence of polarization in Orion ApJ, 215, 119 128 [203] Breger, M (1984) The Pleiades cluster I Polarization and reddening of the brighter stars A&A, 137, 145 148 [217] Breger, M (1985) The Pleiades Cluster II Does it contain pre-main-sequence stars A&A, 143, 455 457 [217] Breger, M (1986) The Pleiades Cluster III Polarization, reddening, and the unusual distribution of interstellar matter A&A, 309, 311 320 [217] Breger, M, Gehrz, RD, Hackwell, JA (1981) Interstellar grain size II Infrared photometry and polarization in Orion ApJ, 248, 963 976 [203] Carrasco, L, Strom, SE, Strom, KM (1973) Interstellar dust in the Rho Ophiuchi dark cloud ApJ, 182, 95 109 [212].

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most important concepts within FL is that of a linguistic variable and the fuzzy if-then rule These concepts are discussed in the next subsections

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winforms code 39 reader

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