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Modeling Uncertainty with Fuzzy Logic - With Recent Theory and Applications (Hardcover, 2009 ed.): Asli Celikyilmaz, I. Burhan... Modeling Uncertainty with Fuzzy Logic - With Recent Theory and Applications (Hardcover, 2009 ed.)
Asli Celikyilmaz, I. Burhan Turksen
R4,609 Discovery Miles 46 090 Ships in 10 - 15 working days

The world we live in is pervaded with uncertainty and imprecision. Is it likely to rain this afternoon? Should I take an umbrella with me? Will I be able to find parking near the campus? Should I go by bus? Such simple questions are a c- mon occurrence in our daily lives. Less simple examples: What is the probability that the price of oil will rise sharply in the near future? Should I buy Chevron stock? What are the chances that a bailout of GM, Ford and Chrysler will not s- ceed? What will be the consequences? Note that the examples in question involve both uncertainty and imprecision. In the real world, this is the norm rather than exception. There is a deep-seated tradition in science of employing probability theory, and only probability theory, to deal with uncertainty and imprecision. The mon- oly of probability theory came to an end when fuzzy logic made its debut. H- ever, this is by no means a widely accepted view. The belief persists, especially within the probability community, that probability theory is all that is needed to deal with uncertainty. To quote a prominent Bayesian, Professor Dennis Lindley, "The only satisfactory description of uncertainty is probability.

Modeling Uncertainty with Fuzzy Logic - With Recent Theory and Applications (Paperback, Softcover reprint of hardcover 1st ed.... Modeling Uncertainty with Fuzzy Logic - With Recent Theory and Applications (Paperback, Softcover reprint of hardcover 1st ed. 2009)
Asli Celikyilmaz, I. Burhan Turksen
R4,393 Discovery Miles 43 930 Ships in 10 - 15 working days

The world we live in is pervaded with uncertainty and imprecision. Is it likely to rain this afternoon? Should I take an umbrella with me? Will I be able to find parking near the campus? Should I go by bus? Such simple questions are a c- mon occurrence in our daily lives. Less simple examples: What is the probability that the price of oil will rise sharply in the near future? Should I buy Chevron stock? What are the chances that a bailout of GM, Ford and Chrysler will not s- ceed? What will be the consequences? Note that the examples in question involve both uncertainty and imprecision. In the real world, this is the norm rather than exception. There is a deep-seated tradition in science of employing probability theory, and only probability theory, to deal with uncertainty and imprecision. The mon- oly of probability theory came to an end when fuzzy logic made its debut. H- ever, this is by no means a widely accepted view. The belief persists, especially within the probability community, that probability theory is all that is needed to deal with uncertainty. To quote a prominent Bayesian, Professor Dennis Lindley, "The only satisfactory description of uncertainty is probability.

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