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Ludwig Danzer

1927 – 2011

German mathematician

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About Ludwig Danzer

Lived 1927 – 2011 (aged 84). Ludwig Danzer was a German mathematician, known for Danzer set.

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".

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.

Danzer also found many new tilings.

Ludwig Danzer worked at the Technical University of Dortmund and died on December 3, 2011, after a long illness.

Danzer had at least ten students, the most prominent one being Egon Schulte.

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Important facts

Birth century
Occupation
Nationality
Known for
Danzer set
Education
Technical University of Munich, Technical University of Dortmund
Also known as
Ludwig W. Danzer

People in Ludwig Danzer's life

Named in this biography and alive at the same time

Contemporaries

People whose lives overlapped Ludwig Danzer's

Frequently asked questions

Who was Ludwig Danzer?

German mathematician

When was Ludwig Danzer born?

Ludwig Danzer was born on 15 November 1927 in Munich.

When did Ludwig Danzer die?

Ludwig Danzer died on 3 December 2011.

What was Ludwig Danzer's occupation?

Ludwig Danzer was a mathematician.

What was Ludwig Danzer known for?

Ludwig Danzer was known for Danzer set.

What nationality was Ludwig Danzer?

Ludwig Danzer was German.

Sources & further reading

· Wikipedia: Ludwig Danzer

· Wikidata: Q54932469

· DBpedia: Ludwig Danzer

Cite this page

APA: Biography.guide. (2026). Ludwig Danzer. https://biography.guide/ludwig-danzer/

MLA: "Ludwig Danzer." Biography.guide, https://biography.guide/ludwig-danzer/.

Chicago: "Ludwig Danzer." Biography.guide. https://biography.guide/ludwig-danzer/.

Data last updated: 2026-09-22 · Spot an error? Report a correction.

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