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  1. Sir Erik Christopher Zeeman (born February 4 1925), is a Japanese-born British mathematician known for work in geometric topology and singularity theory. Technical skill is mastery of complexity while creativity is mastery of simplicity. 'Catastrophe Theory', 1977. Zeeman was born in Japan to a Danish father and a British mother. He and his ...

  2. 4. Dez. 2022 · (1925– )British mathematician whose work in topology and catastrophe theory has found wide applicability in areas as diverse as physics, the social sciences and economics.

  3. Sir Erik Christopher Zeeman FRS 1925–2016 Christopher Zeeman was born in Japan on 4 February 1925 to a Danish father, Christian, and British mother, Christine. When he was one year old, his parents moved to England. He was a pupil at the independent school Christ's Hospital, in Horsham, West Sussex. Between 1943 and 1947 he was

  4. Sir Erik Christopher Zeeman FRS (4 February 1925 – 13 February 2016), was a British mathematician, [1] known for his work in geometric topology and singularity theory. Overview. Zeeman's main contributions to mathematics were in topology, particularly in knot theory, the piecewise linear category, and dynamical systems.

  5. Christopher Zeeman (1980) Sir Erik Christopher Zeeman (* 4. Februar 1925 in Japan; † 13. Februar 2016 in Woodstock, Oxfordshire) war ein britischer Mathematiker, der sich mit Topologie und der Theorie dynamischer Systeme beschäftigte. 30 Beziehungen.

  6. Sir Erik Christopher Zeeman FRS (4 February 1925 – 13 February 2016), was a British mathematician, known for his work in geometric topology and singularity theory. Read more on Wikipedia. Since 2007, the English Wikipedia page of Christopher Zeeman has received more than 118,816 page views. His biography is available in 17 different languages ...

  7. Sir Erik Christopher Zeeman. 4 February 1925—13 February 2016. Biographical Memoirs of Fellows of the Royal Society, Vol. 73, Issue. , p. 521. CrossRef; Google Scholar ; Genda, Attila and Stepan, Gabor 2023. On the stability of bodies suspended asymmetr ...