Data de nastere: 
Locul nasterii: 
Data mortii: 
Locul mortii: 
11 July 1922 
Durham, England 


J W S Cassels' father was Director of Agriculture in County Durham in the north of England. He attended Neville's Cross Council School in Durham and from there he went to George Heriot's School in Edinburgh where he completed his schooling. He then entered Edinburgh University, graduating with an M.A. in 1943. In order to study for his doctorate Cassels entered Trinity College Cambridge, being awarded a Ph.D. in 1949. In this year he was elected a fellow of Trinity College. After one year as a lecturer in mathematics at the University of Manchester Cassels returned to Cambridge in 1950 as a lecturer. In 1963 he was appointed Reader in Arithmetic at Cambridge and in the same year he was honoured with election as a fellow of the Royal Society of London . Then, in 1967, he was appointed Sadleirian Professor of Pure Mathematics at Cambridge. Two years later, in 1969, he became Head of the Department of Pure Mathematics and Mathematical Statistics at Cambridge and he continued as Sadleirian Professor and Head of Department until he retired in 1984. Cassels served the Royal Society and the London Mathematical Society in various roles. He was a member of the Council of the Royal Society in 197071 and he served as vicepresident in 197478. He was the 58^{th} president of the London Mathematical Society in 197678 and he was a member of the Executive of the International Mathematical Union from 1978 to 1982. Cassels has worked on every aspect of the theory of numbers, particularly on the theory of rational quadratic forms and local fields. His mathematical publications started in about 1947 with a series of papers on the geometry of numbers, in particular papers on theorems of Khinchin and of Davenport , and on a problem of Mahler . After further papers on Diophantine equations and Diophantine approximation he wrote a series of five papers on Some metrical theorems in Diophantine approximation. He next worked on Vinogradov 's theorem on uniform distribution and, in 1957, he published his first book Introduction to Diophantine approximation (1957) which was reprinted in 1972. After further papers on subgroups of infinite abelian groups and normal numbers he wrote a series of eight papers on Arithmetic on curves of genus 1. Then in 1959 he published another book, An introduction to the geometry of numbers. Among work undertaken after this was work on the representation of rational functions as sums of squares, integral points on certain elliptic curves, Kummer sums, and on factorising polynomials in several variables.
Source:School of Mathematics and Statistics University of St Andrews, Scotland
