Nicholas Bingham
Nicholas Hugh Bingham (born 19 March 1945 in York) is a British mathematician working in the field of probability theory, stochastic analysis and analysis more generally.
Nick Bingham | |
---|---|
Born | |
Nationality | British |
Alma mater | Oxford Cambridge |
Scientific career | |
Fields | Probability, Analysis |
Institutions | London School of Economics Imperial College London |
Doctoral advisor | D.G. Kendall |
Personal life
Bingham is married to Cecilie (m. 1980). They have 3 children: James (1982), Ruth (1985), and Tom (1993).[1]
He is a competitive runner, with a best marathon time of 2:46:52 in the 1991 Abingdon Marathon, aged 46.[2] He is a member of Barnet and District AC.
Education and career
Bingham is currently a Senior Research Investigator at Imperial College London, and is a Visiting Professor at both the London School of Economics and the University of Liverpool.[3][4] >[5]
After undergraduate studies in mathematics at Trinity College, Oxford, where he achieved a first class honours degree, he was a research student at Churchill College, Cambridge, where he obtained his PhD in 1969 under the supervision of David George Kendall. In 1996 he also obtained a ScD from the University of Cambridge.[6]
He serves as Associate Editor of Expositiones Mathematicae and Obituaries Editor of the London Mathematical Society.
With C.M. Goldie and J.L. Teugels, Bingham wrote the book Regular Variation;[7] with RĂ¼diger Kiesel Risk-neutral Valuation: Pricing and Hedging of Financial Derivatives;[8] with J. M. Fry Regression.[9]
References
- http://wwwf.imperial.ac.uk/~bin06/
- http://wwwf.imperial.ac.uk/~bin06/
- "Imperial College". Imperial College London. Retrieved November 12, 2011.
- "London School of Economics". London School of Economics. Retrieved November 12, 2011.
- "University of Liverpool". University of Liverpool. Retrieved September 19, 2016.
- "math genealogy". Mathematics Genealogy Project. Retrieved November 12, 2011.
- Regular Variation. ASIN 0521379431.
- Risk Neutral Valuation. ASIN 184996873X.
- "Regular Variation". Imperial College London. Retrieved November 14, 2011.