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  1. 23 de sept. de 2020 · Bernhard Riemann took geometry from the 2D world of Euclid and moved it into the 3D world of the curved space-time that comprises our universe. Published: Sep 23, 2020 11:23 AM EST.

  2. Bernhard Riemann, (born Sept. 17, 1826, Breselenz, Hanover—died July 20, 1866, Selasca, Italy), German mathematician. He studied at the Universities of Berlin and Göttingen and later taught principally at Göttingen. His dissertation (1851) was on function theory. He became convinced that mathematical theory could link magnetism, light ...

  3. 30 de sept. de 2017 · Bernhard Riemann (1826–1866) was one of the most original mathematicians in the history of mathematics. Though he had written only a small number of papers, he changed the way we view and do mathematics. For example, to get a taste of his impact, it suffices to think of several concepts named after him: Riemann surfaces, Riemann-Roch theorem ...

  4. Georg Friedrich Bernhard Riemann. (1826 – 1866) Georg Friedrich Bernhard Riemann was one of the most influential and creative mathematicians of the nineteenth century. The second of six children, Bernhard Riemann was born on September 17, 1826 in Breselenz, Germany. His father, the Lutheran pastor of a country parish, was Bernhard’s first ...

  5. www.aps.org › publications › apsnewsAPS Physics | APS Home

    /archives/publications/apsnews/201306/physicshistory.cfm

  6. Bernhard Riemann, in an article written in 1859, that we owe our view of the zeta function as a meromorphic function in the plane with a functional equation. Riemann is a very remarkable figure in the history of mathematics. The present article describes his career including the major mathematical highlights, and gives

  7. academia-lab.com › enciclopedia › bernhard-riemannBernhard riemann _ AcademiaLab

    Georg Friedrich Bernhard Riemann ()Alemán: [suena] escucha); 17 septiembre 1826 – 20 julio 1866) fue un matemático alemán que hizo contribuciones para el análisis, la teoría de números y la geometría diferencial.En el campo del análisis real, es mayormente conocido por la primera formulación rigurosa de la integral, la integral Riemann, y su trabajo en la serie Fourier.