Johannes garlic

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Johannes garlic

Johannes Knoblauch (born August 27, 1855 in Halle (Saale) , † July 22, 1915 in Berlin ) was a German mathematician .

The son of the physics professor Karl Hermann Knoblauch was related to the Knoblauch family in Berlin. From 1872 he studied law, mathematics and physics in Halle, Heidelberg and Berlin, where he met with a working 1882 Concerning the general wave surface doctorate . From 1879 he had already taught at the Gray Monastery grammar school in Halle and Berlin . After his habilitation in 1883 he was a private lecturer . From 1883 to 1885 his friend Heinrich von Stein was his guest in the Knoblauch House at Poststrasse 23. In 1889 he became an associate professor of mathematics at the Friedrich Wilhelms University in Berlin. In 1906/07 he discussed new group theoretical methods with Kazimierz Żorawski . He was a founding member of the Berlin Mathematical Society. For 13 years he was a member of the editorial committee of the Crellesche Journal .

tomb

He was married to Luise, geb. Eyssenhardt (1865-1940). He is buried in the St. Marien and St. Nikolai Cemetery I in Berlin-Pankow.

Publications

  • Theory of algebraic curves and higher order surfaces. 1885
  • Introduction to the general theory of curved surfaces. 1888
  • Fundamentals of differential geometry.
  • About bending covariants. 1892
  • with Weierstrass, Hettner Rothe: Mathematical works.
  • with Weierstrass, Hettner Rothe: Lectures on the theory of elliptical functions.
  • Lectures on the theory of elliptic functions.
  • The bend invariants and covariants of given order. 1906
  • A portrait of Leonhard Euler in private ownership. 1911
  • The differential equation of surfaces with isometric lines of curvature. 1912

literature

Individual evidence

  1. http://www.sammlungen.hu-berlin.de/dokumente/15944/
  2. http://edoc.hu-berlin.de/docviews/abstract.php?id=27269
  3. ^ Markus Bernauer: Heinrich von Stein. Walter de Gruyter, 1998, ISBN 3-11-016181-8 , pp. 65 and 204 ( digitized version )
  4. Karin Reich : The development of the tensor calculus. Birkhäuser, 1994, ISBN 3-7643-2814-2 , p. 104 ( digitized version )
  5. http://www.w-volk.de/museum/grave65.htm