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  1. SCHWARZ, HERMANN AMANDUS. ( b. Hermsdorf, Silesia [now Sobiecin, Poland], 25 January 1843; d Berlin, Germany, 30 November 1921) Mathematics. Schwarz, the son of an architect, was the leading mathematician in Berlin in the period following Kronecker, Kummer, and Weierstrass. He may be said to represent the link between these great mathematicians ...

  2. Karl Hermann Amandus Schwarz (Hermsdorf, 1843. január 25. – Berlin, 1921. november 30.) német matematikus, akit a komplex analízis kapcsán ismerünk. A sziléziai Hermsdorfban (ma Lengyelország) született. Élete, munkássága. Schwarz a dortmund ...

  3. HERMANN AMANDUS SCHWARZ. (January 25, 1843 – November 30, 1921) by HEINZ KLAUS STRICK, Germany. The name of the mathematician HERMANN AMANDUS SCHWARZ will probably be mentioned rather rarely in the context of lessons in the upper secondary school, although this would be quite conceivable. The inequality.

  4. Hermann Schwarz German mathematician (1843-1921) Upload media Wikipedia. Name in native language: Karl Hermann Amandus Schwarz; Date of birth: 25 January 1843 Sobieszów: Date of death : 30 November 1921 Berlin: Place of burial: Grunewald Cemetery (52°29 ...

  5. Hermann Amandus Schwarz. 1843-1921. German mathematician who worked on determining surfaces of least area and the conformal mapping of polyhedral surfaces onto spherical surfaces. His work on least-area (or minimal) surfaces was a problem of the calculus of variations. Such surfaces are used today as, among other things, the tops of large ...

  6. 27. Nov. 2012 · ∗︎ 25.1.1843 Hermsdorf bei Waldenburg (Schlesien), ︎ 30.11.1921 Berlin-Grunewald, prot., Deutscher. Sohn des Wilhelm, Baumeisters, und der Auguste geb.

  7. Schwarz P-Surface. In his 1867 Monograph Bestimmung einer speciellen Minimalfläche, Hermann Amandus Schwarz describes besides the D-surface three other triply periodic minimal surfaces, together with some of their deformations. One of them is the conjugate of the D-surface, named Primitive Surface or P-surface by Alan Schoen to indicate that ...