The Fuzzification of Systems
Seising, Rudolf.
The Fuzzification of Systems The Genesis of Fuzzy Set Theory and its Initial Applications – Developments up to the 1970s / [electronic resource] : by Rudolf Seising. - XXV, 412 p. 139 illus. Also available online. online resource. - Studies in Fuzziness and Soft Computing, 216 1434-9922 ; . - Studies in Fuzziness and Soft Computing, 216 .
Beginnings of Communication Technology in the 20th Century -- Logical Tolerance, Ensembles Flous and Probabilistic Metrics -- General Systems Theory and Cybernetics -- From Circuit Theory to System Theory -- Fuzzy Sets and Fuzzy Systems -- Fuzzifications -- The Fuzzification of Medical Diagnostics -- Conculsion.
In 1965 Lotfi Zadeh, a professor of electrical engineering at the University of California in Berkeley, published the first of his papers on his new Fuzzy Set Theory. Since the 1980s this mathematical theory of "unsharp amounts" has been applied in many different fields with great success. The word "fuzzy" has also become very well-known among non-scientists thanks to extensive advertising campaigns for fuzzy-controlled household appliances and to their prominent presence in the media, first in Japan and then in other countries. On the other hand, the story of how Fuzzy Set Theory and its earliest applications originated remains largely unknown. In this book, the history of Fuzzy Set Theory and the ways it was first used are incorporated into the history of 20th century science and technology. Influences from philosophy, system theory and cybernetics stemming from the earliest part of the 20th century are considered alongside those of communication and control theory from mid-century. Today, Fuzzy Set Theory is the core discipline of "soft computing," and provides new impetus for research in the field of Artificial Intelligence.
9783540717959
10.1007/978-3-540-71795-9 doi
Engineering.
Artificial intelligence.
Engineering mathematics.
Engineering.
Appl.Mathematics/Computational Methods of Engineering.
Artificial Intelligence (incl. Robotics).
TA329-348 TA640-643
519
The Fuzzification of Systems The Genesis of Fuzzy Set Theory and its Initial Applications – Developments up to the 1970s / [electronic resource] : by Rudolf Seising. - XXV, 412 p. 139 illus. Also available online. online resource. - Studies in Fuzziness and Soft Computing, 216 1434-9922 ; . - Studies in Fuzziness and Soft Computing, 216 .
Beginnings of Communication Technology in the 20th Century -- Logical Tolerance, Ensembles Flous and Probabilistic Metrics -- General Systems Theory and Cybernetics -- From Circuit Theory to System Theory -- Fuzzy Sets and Fuzzy Systems -- Fuzzifications -- The Fuzzification of Medical Diagnostics -- Conculsion.
In 1965 Lotfi Zadeh, a professor of electrical engineering at the University of California in Berkeley, published the first of his papers on his new Fuzzy Set Theory. Since the 1980s this mathematical theory of "unsharp amounts" has been applied in many different fields with great success. The word "fuzzy" has also become very well-known among non-scientists thanks to extensive advertising campaigns for fuzzy-controlled household appliances and to their prominent presence in the media, first in Japan and then in other countries. On the other hand, the story of how Fuzzy Set Theory and its earliest applications originated remains largely unknown. In this book, the history of Fuzzy Set Theory and the ways it was first used are incorporated into the history of 20th century science and technology. Influences from philosophy, system theory and cybernetics stemming from the earliest part of the 20th century are considered alongside those of communication and control theory from mid-century. Today, Fuzzy Set Theory is the core discipline of "soft computing," and provides new impetus for research in the field of Artificial Intelligence.
9783540717959
10.1007/978-3-540-71795-9 doi
Engineering.
Artificial intelligence.
Engineering mathematics.
Engineering.
Appl.Mathematics/Computational Methods of Engineering.
Artificial Intelligence (incl. Robotics).
TA329-348 TA640-643
519