Klaus Steffen

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Klaus Steffen (born January 8, 1945 in Bensheim ) is a German mathematician who deals with differential geometry and geometry .

Steffen studied mathematics from 1963 to 1967 at the University of Münster with a diploma in 1967, then was an assistant at the Johannes Gutenberg University in Mainz , where he did his doctorate in 1971 under Stefan Hildebrandt (theorems of existence for surfaces of constant mean curvature with a given edge curve) . From 1971 he was an assistant at the University of Bonn , where he completed his habilitation in 1973. In 1975 he became scientific advisor and professor at the University of Cologne . In 1976 he became a full professor of mathematics at the University of Düsseldorf, later Heinrich Heine University Düsseldorf . On July 21, 1987 he was elected chairman of the convention of the University of Düsseldorf. In 1988/89 he advocated - like his deputies Sandra Grätz (group of scientific staff), Susanne Gutsche (group of non-scientific staff), Uwe Krause (group of students) and the majority of the convention members at the time - the naming of the university after Heinrich Heine .

He gave a simple example of a flexible polyhedron (the first example of which without self- intersection was found by Robert Connelly in 1977 ), with fourteen triangular faces and nine corners.

Fonts

  • with Frank Duzaar & Giuseppe Mingione : Parabolic systems with polynomial growth and regularity , American Mathematical Society 2011.

Individual evidence

  1. Michael Toeppell, General Directory of Members of the DMV 1890-1990, Munich 1991
  2. ^ Mathematics Genealogy Project
  3. http://www.mi.uni-koeln.de/home-institut/alle/Personen/HistorischesZumInstitut.de.html
  4. Düsseldorfer Uni-Zeitung 1987, year 16, No. 6, p. 2. New board of the convention elected
  5. see the minutes of the meeting of the convention on April 26, 1989 in lecture hall 2A of building 22.01
  6. Shown in Dmitry Fuchs , Sergei Tabachnikov Ein Schaubild der Mathematik , Springer 2011, with photo by Steffen. Animation of the Steffen polyhedron , at Wolfram Research , further animation