Hermann Brunn
Karl Hermann Brunn (1 August 1862 – 20 September 1939) was a German mathematician, known for his work in convex geometry (see Brunn–Minkowski inequality) and in knot theory. Brunnian links are named after him, as his 1892 article "Über Verkettung" included examples of such links.
Karl Hermann Brunn | |
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 The Borromean rings are the simplest Brunnian link. | |
| Born | 1 August 1862 |
| Died | 20 September 1939 (aged 77) |
| Nationality | German |
| Alma mater | Ludwig Maximilian University of Munich |
| Known for | Convex geometry, knot theory |
More complex Brunnian link of six loops, based on illustration in Brunn's 1892 paper
Life and work
Hermann Brunn was born in Rome, and grew up in Munich.[1] He studied mathematics and physics at the Ludwig Maximilian University of Munich, graduating in 1887 with the thesis Über Ovale und Eiflächen (About ovals and eggforms).[2] He habilitated in 1889.
gollark: They should have more of it and better stuff then.
gollark: Since their approach to encouraging more of it in the EU is apparently just to come up with more regulations for it? And not support for startups or offering access to GPU clusters or something actually helpful.
gollark: They are *actually* unironically entirely irrelevant to modern AI stuff and becoming increasingly so.
gollark: Only with a European Parliament law authorising it.
gollark: The EU will have exactly three (3) computers for people to use.
References
- Kjeldsen, T.H. (2009). "Egg-forms and measure-bodies: different mathematical practices in the early history of the modern theory of convexity". Sci. Context. 22 (85–113): 1.
- Brunn, H. (1887). Über Ovale und Eiflächen. Munich: Akademische Buchdruckerei von F. Straub.
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