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William Timothy Gowers (nació el 20 de noviembre de 1963, Wiltshire, Reino Unido) es un profesor y matemático británico (2005) en el Rouse Ball Professor of Mathematics del departamento de Matemáticas Puras y Estadística en la Universidad de Cambridge y Fellow del Trinity College.
Sir William Timothy Gowers, FRS (/ ˈ ɡ aʊ. ər z /; born 20 November 1963) is a British mathematician. He is Professeur titulaire of the Combinatorics chair at the Collège de France, and director of research at the University of Cambridge and Fellow of Trinity College, Cambridge.
In October 2020 I became a professor at the Collège de France. My official title is Professeur titulaire de la chaire Combinatoire, which translates as the holder of the combinatorics chair. Chairs are not fixed for all time, and this is the first time that there has been one in combinatorics.
Professor of Mathematics. Research Interests: Analysis, combinatorics. Publications. Marton's Conjecture in abelian groups with bounded torsion. WT Gowers, B Green, F Manners, T Tao. (2024) ( link to publication) On a conjecture of Marton. WT Gowers, B Green, F Manners, T Tao. (2023) ( link to publication)
9 de ene. de 2019 · William T. Gowers utiliza la expresión “las dos culturas de las matemáticas”, en referencia a la famosa conferencia del físico y escritor Charles Percy Snow, de 1959, sobre la brecha existente entre las ciencias y las humanidades, la falta de comunicación entre ambas y la asimetría entre los conocimientos considerados como parte de la cultura (s...
24 de abr. de 2024 · Timothy Gowers (born November 20, 1963, Marlborough, Wiltshire, England) is a British mathematician who won the Fields Medal in 1998 for his work in the theory of Banach spaces. Gowers studied undergraduate mathematics at the University of Cambridge and went on to finish his doctorate there in 1990.
William Timothy Gowers' work has made the geometry of Banach spaces look completely different. To mention some of his spectacular results: he solved the notorious Banach hyperplane problem, to find a Banach space which is not isomorphic to any of its hyperplanes.
