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Klaus Friedrich Roth (* 25. Oktober 1925 in Breslau, Provinz Niederschlesien; † 10. November 2015 in Inverness, Schottland) war ein aus Deutschland stammender britischer Mathematiker, der 1958 für seine besonderen Verdienste in der Mathematik mit der Fields-Medaille ausgezeichnet wurde.
Klaus Friedrich Roth FRS (29 October 1925 – 10 November 2015) was a German-born British mathematician who won the Fields Medal for proving Roth's theorem on the Diophantine approximation of algebraic numbers. He was also a winner of the De Morgan Medal and the Sylvester Medal, and a Fellow of the Royal Society .
- Mathematics
10. Nov. 2015 · Klaus Friedrich Roth. Quick Info. Born. 29 October 1925. Breslau, Germany (now Wrocław, Poland) Died. 10 November 2015. Inverness, Scotland. Summary. Klaus Roth won a Fields Medal in 1958 for his work on approximating algebraic numbers by rationals. View two larger pictures. Biography.
Klaus Friedrich Roth (born October 29, 1925, Breslau, Germany [now Wrocław, Poland]—died November 10, 2015, Inverness, Scotland) German-born British mathematician who was awarded the Fields Medal in 1958 for his work in number theory.
- The Editors of Encyclopaedia Britannica
Klaus Friedrich Roth, who died in Inverness on 10 November 2015 aged 90, made fundamental contributions to different areas of number theory, including diophantine approximation, the large sieve, irregularities of distribution and what is nowadays known as arithmetic combinatorics.
- William Chen, Robert Vaughan
- 2017
4. Juni 2018 · Klaus Friedrich Roth, who died in Inverness on 10 November 2015 aged 90, made fundamental contributions to different areas of number theory, including diophantine approximation, the large sieve, irregularities of distribution and what is nowadays known as arithmetic combinatorics.
Klaus Friedrich Roth, who died in Inverness on 10 November 2015 aged 90, made fundamental contributions to different areas of number theory, including diophantine approximation, the large sieve, irregularities of distribution and what is nowadays known as arithmetic combinatorics.
