Leslie Fox
Leslie Fox | |
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Richard Vynne Southwell | |
Doctoral students | Iain S. Duff John Reid Frederic Ris Joan E. Walsh |
Leslie Fox (30 September 1918 – 1 August 1992) was a British mathematician noted for his contribution to numerical analysis.
Overview
Fox studied mathematics as a scholar of
On gaining his doctorate in 1942, Fox joined the Admiralty Computing service. Following
Fox's laboratory at Oxford was one of the founding organisations of the
Mathematical work
A detailed description of Fox's mathematical research can be found in obituaries[1]
During the 1950s, the group at the National Physics Laboratory worked on numerical linear algebra, which led to the publication of algorithms by Wilkinson and others. While not directly involved in development of numerical software, he supported others in this endeavour. Fox worked on procedures for solving differential equations in which the accuracy of the solution is estimated using asymptotic estimates. Fox's paper on this in 1947[4] led to the work of Victor Pereyra error-correcting algorithms for boundary-value problems and Stetter's results on defect correction and the resulting order of convergence.
Fox was also interested in the treatment of singularities in partial differential equations, the Stefan problem and other cases of free and moving boundaries. Many of these problems arose from his collaboration with mathematicians in industry through the Oxford Study Groups.
Fox's wider influence
While Fox influenced the development of numerical analysis through his undergraduate teaching and postgraduate supervision (he supervised around 19 doctoral students), industrial collaboration he also made significant contributions to course material for the Open University. He lectured widely on 'meaningless answers', describing some of the pitfalls of numerical computation from the uncritical use of simple methods
Fox played a significant part in the early days of the
Fox was an active member of the Institute of Mathematics and its Applications from its beginnings, as a member of the Council and as an editor first of the main IMA Journal and later the specialised Journal of Numerical Analysis, started in 1981. The IMA marked his retirement from Oxford in 1983 by a special IMA symposium on 'The contributions of Leslie Fox to numerical analysis'.
His interests extended to mathematics in schools and he participated the development of the
Personal life
Leslie Fox's mother was Annie Vincent and his father was Job Senior Fox who was a coalminer.[citation needed] Leslie Fox won a scholarship to Wheelwright Grammar School in Dewsbury, which produced several notable scientists from the same period as Fox.[citation needed]
Fox was a keen sportsman and played
Fox, who had enjoyed good health up to 1981, suffered from heart problems during his retirement and died from a
]Selected publications
- Leslie Fox, The Numerical Solution of Two-Point Boundary Problems in Ordinary Differential Equations, 1957, reprinted by Dover, 1990. ISBN 0-486-66495-3
- L. Fox, An introduction to numerical linear algebra, 1964, ISBN 0-19-500325-X
- L. Fox, D.F. Mayers, Numerical solution of ordinary differential equations. ISBN 0-412-22650-2
References
- ^ David F. Mayers and Joan E. Walsh, Bulletin London Maths Soc. 31 (1999), 241–247."Archived copy" (PDF). Archived from the original (PDF) on 9 October 2006. Retrieved 19 May 2007.
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: CS1 maint: archived copy as title (link) - ^ J. H. Wilkinson, Fox, Leslie Obituary: Comput. J. 30 (1987), no. 1, 1. 01A70
- ^ Fox, L. Solution by relaxation methods of plane potential problems with mixed boundary conditions. Quart. Appl. Math. 2, (1944)
- ^ Fox, L. Some improvements in the use of relaxation methods for the solution of ordinary and partial differential equations. Proc. Roy. Soc. London. Ser. A. 190, (1947). 31—59
External links
- O'Connor, John J.; Robertson, Edmund F., "Leslie Fox", MacTutor History of Mathematics Archive, University of St Andrews
- Leslie Fox at the Mathematics Genealogy Project
- Fox Prize in Numerical Analysis
- Obituary by D.F. Mayers (University of Oxford) and J.E. Walsh (University of Manchester), Bulletin of the London Mathematical Society 31 (1999), 241–7, including a list of ninety publications