Wiener Staatsoper Ballet

https://www.britannica.com › biography › Norbert-Wiener
Norbert Wiener was an American mathematician who established the science of cybernetics He attained international renown by formulating some of the most important

https://www.dictionary.com › browse › wiener
Wiener 1 American wee ner wi n r Also wienerwurst noun frankfurter Vienna sausage

https://direct.mit.edu › books › oa-monograph › Cy
With the influential book Cybernetics first published in 1948 Norbert Wiener laid the theoretical foundations for the multidisciplinary field of cybernetics the study of controlling the flow of

https://norbertwiener.org › back-story-norbert-wiener-and-cybernetics
Wiener spoke and wrote passionately about rising threats to human values freedoms and spirituality that were still decades in the offing His efforts won him the National Book Award and the National

https://history-computer.com › people › norbert-wiener-complete-biography
Norbert Wiener was a famous American mathematician who developed Cybernetics which dealt with the interaction of feedback loops and behavior

https://www.encyclopedia.com › ... › wiener-norbert
Although Wiener may have never sent the letter he stopped doing military work He became well known for this stance in 1947 when the press reported his refusal to attend a military sponsored symposium

https://quantumzeitgeist.com › norbert-wiener-the-father-of-cybernetics
As a pioneer in interdisciplinary research Wiener brought together researchers from mathematics engineering biology and social science to study complex systems and system theory

https://www.definitions.net › definition › Wiener
A wiener refers to several different concepts based on the context 1 It is often used as a colloquially term for a hot dog or frankfurter 2 In the field of mathematics and statistics it is used to refer to a

https://en.wikipedia.org › wiki › Wiener_process
The Wiener measure is the probability law on the space of continuous functions g with g 0 0 induced by the Wiener process An integral based on Wiener measure may be called a Wiener integral