Ludwig Danzer (15 November 1927 – 3 December 2011) was a German geometer working in discrete geometry. He was a student of Hanfried Lenz, starting his career in 1960 with a thesis about "Lagerungsprobleme".[2]
Danzer's name is popularized in the concepts of a Danzer set, a set of points that touches all large convex sets, and the Danzer cube, an example of a non-shellable triangulation of the cube. It is an example of a power complex, studied by Danzer in the 1980s.[3]
Danzer also found many new tilings.
Ludwig Danzer worked at the Technical University of Dortmund and died on December 3, 2011,[4] after a long illness.
Danzer had at least ten students, the most prominent one being Egon Schulte.[2]
^Ole Lünnemann (1998-02-10). "Festkolloquium für Ludwig Danzer (korrigiert)" (in German). Informationsdienst Wissenschaft. Retrieved 2023-04-22.
^ abLudwig Danzer at the Mathematics Genealogy Project
^Ziegler, Günter M. (2012-12-06). "Example 8.9". Lectures on Polytopes. Springer Science & Business Media. ISBN 9781461384311.
^"Personendetails - Fakultät für Mathematik, TU Dortmund". www.mathematik.tu-dortmund.de. Retrieved 2017-11-26.
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