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  1. Isaac Bernays (/ b ɜːr ˈ n eɪ z / bur-NAYZ, German: [bɛʁˈnaɪs], Yiddish: יצחק איצק בערנייז, romanized: Yitsḥak Itsik Bernayz; 29 September 1792 – 1 May 1849) was Chief Rabbi in Hamburg.

  2. Bernays possessed wide philosophical views, a rare knowledge of the Bible, Midrash, and Talmud, and an admirable flow of language: he was indeed a born orator. He was the first Orthodox German rabbi who introduced the German sermon into the service, and who tried to interpret the old Jewish feeling in modern form and to preserve the ancestral ...

  3. May 14, 2024 · C hacham Isaac Bernays (1792–1849) was the right man at the right time for German Orthodox Jewry. Endowed with a brilliant mind and exceptional speaking skills, he was uniquely positioned to fend off advances by the Reform movement at a tumultuous moment in the history of Ashkenaz.

  4. Jacob Bernays (1824-1881), also the son of Isaac Bernays, was a writer on philosophy who became an extraordinary professor and chief librarian at the University of Bonn. Paul was the oldest of his parents' five children having a younger brother, Adolphe (1890-1957), and three younger sisters.

  5. en.wikipedia.org › wiki › Paul_BernaysPaul Bernays - Wikipedia

    Paul Isaac Bernays (17 October 1888 – 18 September 1977) was a Swiss mathematician who made significant contributions to mathematical logic, axiomatic set theory, and the philosophy of mathematics. He was an assistant and close collaborator of David Hilbert.

  6. ISAAC BERNAYS: KABBALA AND MYTH dinary phenomenon among orthodox Jews and a scientist by nature. It also states that Bernays had remained, throughout his life, faithful to the philosophy of Schelling, the Talmud, Biblical Exegesis and the Kabbala. He was known for his broad-minded-ness, for considering problems in comparative mythology and

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  8. Apr 17, 2024 · Paul Isaak Bernays (born October 17, 1888, London, England—died September 18, 1977, Zürich, Switzerland) was a Swiss mathematician whose work in proof theory and axiomatic set theory helped create the new discipline of mathematical logic.

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