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Klaus Friedrich Roth (29 de octubre de 1925 - 10 de noviembre de 2015) fue un matemático británico nacido en Alemania, que ganó la Medalla Fields por demostrar el teorema que lleva su nombre sobre la aproximación diofántica de números algebraicos. También recibió la Medalla De Morgan y la Medalla Sylvester, y fue miembro del ...
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 .
10 de nov. de 2015 · 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 Roth came to England when he was young and attended St Paul's School in London from 1939 to 1943.
Klaus Friedrich Roth (29 de octubre de 1925 - 10 de noviembre de 2015) fue un matemático británico nacido en Alemania, que ganó la Medalla Fields por demostrar el teorema que lleva su nombre sobre la aproximación diofántica de números algebraicos. También recibió la Medalla De Morgan y la Medalla Sylvester, y fue miembro del Royal Society.
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.
4 de jun. de 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.
