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Coates, J. (John)

LC control no.nr 90014500
Descriptive conventionsrda
Personal name headingCoates, J. (John)
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Variant(s)Coates, J. H. (John Henry)
Coates, John, 1945-
Coates, John H. (John Henry)
Associated countryAustralia Great Britain
LocatedTaree (N.S.W.) Cambridge (England)
Birth date1945-01-26
Place of birthNew South Wales
Field of activityMathematics Algebraic number theory Curves, Elliptic Iwasawa theory Non-Abelian groups
AffiliationUniversity of Cambridge
École normale supérieure (France)
Université Paris-Sud
Australian National University
Emmanuel College (University of Cambridge)
Stanford University
Harvard University
Profession or occupationMathematicians College teachers
Found inAlgebraic number theory, c1989: t.p. (J. Coates, Univ. of Cambridge) pref. (John Coates)
Arithmetic theory of elliptic curves, 1999: CIP t.p. (J. Coates) t.p. verso (John H. Coates, Dept. of Pure Mathematics and Mathematical Statistics, Univ. of Cambridge, UK)
Guwahati Workshop on Iwasawa Theory of Totally Real Fields, 2010: t.p. (J. Coates) p. facing t.o.c. (J.H. Coates, Cambridge University)
Non-abelian fundamental groups in Iwasawa theory, 2011: ECIP t.p. (John Coates) data view (b. Apr. 12, 1963 [sic])
Wikipedia, viewed Nov. 25, 2015 (under John H. Coates: John Henry Coates, FRS; b. Jan. 26, 1945, New South Wales; grew up in Possum Brush (near Taree); mathematician; appointed assistant professor of mathematics at Harvard University in 1969; moved to Stanford University in 1972, where he became an associate professor; returned to England in 1975, where he was made a fellow of Emmanuel College and took up a lectureship; moved to Australia in 1977, becoming a professor at the Australian National University; the following year, moved to France, taking up a professorship at the University of Paris XI at Orsay; in 1985, went to the École normale supérieure as professor and director of mathematics; Sadleirian Professor of Pure Mathematics at the University of Cambridge, 1986-2012; in the last ten years he has focused on the study of various aspects of non-commutative Iwasawa theory, for instance, the arithmetic of elliptic curves in nonabelian infinite extensions; residence: Cambridge)
Associated languageeng
Invalid LCCNn 2010208793