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  1. Norbert Wiener Norbert Wiener received his undergraduate de-gree in mathematics from Tufts University in 1909 at age fourteen. He first attempted grad-uate school in zoology at Harvard. He then spent a dismal year at Cornell in philosophy before re-turning to Harvard for a third try. He wrote his Ph.D. dissertation on the theories of Schroeder,

  2. Jul 31, 2023 · Norbert Wiener was born on November 26, 1894, in Columbia, Missouri. His father, Leo, earned a living teaching Slavic and German languages to others. He was also related to a line of famous Jewish rabbis, and this unquestionably influenced Wiener’s religious upbringing.

  3. May 16, 2018 · John von Neumann and Norbert Wiener were mathematician-scientists, both child prodigies born near the turn of the century. As young men each made profound contributions to abstract mathematics. xviii, 547 pages : 24 cm

  4. mitpress.mit.edu › author › norbert-wiener-8216Norbert Wiener - MIT Press

    Norbert Wiener (1894–1964) served on the faculty in the Department of Mathematics at MIT from 1919 until his death. In 1963, he was awarded the National Medal of Science for his contributions to mathematics, engineering, and biological sciences. He was the author of many books, including Norbert Wiener—A Life in Cybernetics and the National ...

  5. The Norbert Wiener Award in Mathematics is given on those rare occasions when a student exhibits such prodigious strength in mathematics as to recall the highly unusual talents of Norbert Wiener '09, who went on to become one of the giants of twentieth-century mathematics. Aside from his vast legacy within mathematics, he left his mark on ...

  6. Robinson Professor of Mathematics. Tomography is an inverse problem, and the goal of tomography is to map the interior structure of objects using indirect data such as from X-rays. Integral geometry is the mathematics of averaging over curves and surfaces, and it is the pure math behind many problems in tomography.

  7. Norbert Wiener (1894–1964) served on the faculty in the Department of Mathematics at MIT from 1919 until his death. In 1963, he was awarded the National Medal of Science for his contributions to mathematics, engineering, and biological sciences.

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