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Bernhard Riemann  1826 -1866. By: jonathan rodriguez
Biography of Bernhard  Riemann ,[object Object]
 He was  the son of a poor country minister in northern Germany.
He studied some of Euler and Legendre while he was in secondary school.
He mastered Legendre’s treatise on Theory of Numbers in less than a week.,[object Object]
He went to University of Gottingento study and become a minister himself.
But before it was too late he realized his mistake and with his father’s permission, he switched to mathematics.

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Bernhardriemann

  • 1. Bernhard Riemann 1826 -1866. By: jonathan rodriguez
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  • 3. He was the son of a poor country minister in northern Germany.
  • 4. He studied some of Euler and Legendre while he was in secondary school.
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  • 6. He went to University of Gottingento study and become a minister himself.
  • 7. But before it was too late he realized his mistake and with his father’s permission, he switched to mathematics.
  • 8. After a while he switched to University of Berlin.
  • 9. Once there he learned a great deal from Dirichlet and Jacobi.
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  • 11. Gauss died in 1855, and Dirichlet was called to Gottingen as his successor.
  • 12. Dirichlet helped Riemann in every way he could and even arranged a small salary for him.
  • 13. But Dirichlet died in 1859 and Riemannwas appointed as a full professor to replace him.
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  • 15. Like most of the great ideas of science, Riemannian geometry is quite easy to understand if we set aside the technical details and concentrate on its essential features.
  • 16. Gauss had earlier discovered the intrinsic differential geometry of curved surfaces.
  • 17. If a surface embedded in three dimensional space is defined parametrically by three functions x=x(u,v), y=y(u,v), and z=z(u,v), then u and v can be interpreted as the coordinates of the points on the surface.
  • 18. The distance ds between any two nearby points (u,v) and (u+du,v+dv) is given by Gauss's quadratic differential form: ds = Edu^2 + 2Fdudv + Gdv^2,
  • 19. Have a great summer!!!
  • 20.