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  1. Norbert Wiener (November 26, 1894 – March 18, 1964) was an American computer scientist, mathematician and philosopher. He became a professor of mathematics at the Massachusetts Institute of Technology ( MIT ). A child prodigy, Wiener later became an early researcher in stochastic and mathematical noise processes, contributing work relevant to ...

  2. Apr 16, 2024 · Norbert Wiener was an American mathematician who established the science of cybernetics. He attained international renown by formulating some of the most important contributions to mathematics in the 20th century. Wiener, a child prodigy whose education was controlled by his father, a professor of.

    • The Editors of Encyclopaedia Britannica
  3. Apr 25, 2024 · At 18, Wiener received his Ph.D. from Harvard University in mathematical logic. After stints as a teacher, writer for an encyclopedia, and apprentice engineer, among other things, Wiener was hired in 1919 by the Massachusetts Institute of Technology (MIT), where he made pioneering contributions to the understanding of stochastic processes.

  4. He enrolled at Tufts in 1906 and graduated in 1909 at age 14. His major was mathematics, and he had a strong interest in physics and chemistry, and finally biology. At 15 he entered the graduate program in zoology at Harvard. His eyesight and coordination made him a failure at laboratory work.

  5. May 12, 2020 · In fact, as defined by Wiener in his seminal book Cybernetics, the cybernetic research programme shared central topics and questions with these earlier disciplines, in particular the problem of piloting vehicles and that of optimizing the communication between humans and machines in a media-technologically saturated milieu. 2.

    • Henning Schmidgen
    • 2020
  6. Wiener’s groundbreaking research on the ethical impl ications ofthe modern ultra -rapid computing machine” and related technologies established him as a seminal figure in the applied ethics field that, today, is variously called “computer

  7. His study of Brownian motion led him to study forms of harmonic analysis more general than the classical Fourier series and the Fourier integral. He developed both auto- and cross-correlation analysis and related them to the established forms of spectral analysis.

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