Martin J. Taylor

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Sir Martin J. Taylor (born February 18, 1952 in Leicester ) is a British mathematician who studies algebraic number theory and arithmetic geometry .

Martin J. Taylor (right) with Jürgen Ritter, Oberwolfach 2002

He studied at Oxford University (Bachelor in 1973, Pembroke College) and received his doctorate in 1977 from King's College London under Albrecht Fröhlich ( Galois module structure of the ring of integers of l-extensions ). He was at Trinity College, Cambridge before becoming a professor at the University of Manchester in 1986 . Since 2010 he has been Warden at Merton College, Oxford University.

In 1980 he proved a basic conjecture by Fröhlich about the Galois modular structure of the ring of whole numbers in algebraic number fields.

In 1982 he received the Junior Whitehead Prize and in 1983 the Adams Prize . From 1998 to 2000 he was President of the London Mathematical Society . He is a Fellow of the Royal Society (1996).

He has honorary doctorates from the University of Bordeaux , the University of East Anglia and the University of Leicester . In 2009 he was knighted as a Knight Bachelor .

Fonts

  • On Fröhlich's conjecture for rings of integers of tame extensions. In: Inventiones Mathematicae . Vol. 63, No. 1, 1981, pp. 41-79 .
  • Class groups of group rings. (= London Mathematical Society. Lecture Note Series. 91). Cambridge University Press, Cambridge et al. 1984, ISBN 0-521-27870-8 .
  • with Philippe Cassou-Nougès : Rings of integers and elliptic functions (= Progress in Mathematics. 66). Birkhäuser, Boston MA et al. 1987, ISBN 3-7643-3350-2 .
  • with Albrecht Fröhlich: Algebraic number theory (= Cambridge Studies in Advanced Mathematics. 27). Cambridge University Press, Cambridge et al. 1991, ISBN 0-521-36664-X .
  • with Klaus W. Roggenkamp : Group rings and class groups (= DMV seminar. 18). Birkhäuser, Basel et al. 1992, ISBN 3-7643-2734-0 .
  • as editor with John Coates : L-functions in arithmetic (= London Mathematical Society. Lecture Notes Series. 153). Cambridge University Press, Cambridge et al. 1991, ISBN 0-521-38619-5 (Durham Symposium 1989).

Web links

Individual evidence

  1. ^ Mathematics Genealogy Project