AFM Smith
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AFM Smith

Sir Adrian Smith
Adrian Frederick Melhuish Smith

(1946-09-09) 9 September 1946 (age 74)
Dawlish, Devon, England[1]
Alma materUniversity of Cambridge
University College London
AwardsGuy Medal (Bronze, 1977) (Silver, 1993) (Gold, 2016)
Scientific career
InstitutionsImperial College London
Queen Mary, University of London
Doctoral advisorDennis Lindley[2]
Doctoral studentsDavid Spiegelhalter

Sir Adrian Frederick Melhuish Smith, FRS (born 9 September 1946)[3] is a British statistician who is Chief Executive of the Alan Turing Institute and President-Elect of the Royal Society [4]

From 1977 until 1990, he was Professor of Statistics and Head of Department of Mathematics at the University of Nottingham. He was previously at Imperial College, London, where he was head of the mathematics department. Smith is a former Deputy Vice-Chancellor of the University of London and became Vice-Chancellor of the university on 1 September 2012.[5] He stood down from the role in August 2018 to become the Director of the Alan Turing Institute.[6]

Smith is a member of the governing body of the London Business School. He served on the Advisory Council for the Office for National Statistics from 1996-1998, was Statistical Advisor to the Nuclear Waste Inspectorate from 1991-1998 and was advisor on Operational Analysis to the Ministry of Defence from 1982-1987.

He is a former President of the Royal Statistical Society. He was elected a Fellow of the Royal Society in 2001. His FRS citation included "his diverse contributions to Bayesian statistics. His monographs are the most comprehensive available and his work has had a major impact on the development of monitoring tools for clinicians."

In statistical theory, Smith is a proponent of Bayesian statistics and evidence-based practice--a general extension of evidence-based medicine into all areas of public policy. With Antonio Machi, he translated Bruno de Finetti's Theory of Probability into English. He wrote an influential paper in 1990 along with Alan E. Gelfand, which drew attention to the significance of the Gibbs sampler technique for Bayesian numerical integration problems. He was also co-author of the seminal paper on the particle filter (Gordon, Salmond and Smith, 1993). Smith was educated at Selwyn College, Cambridge, and University College London where his PhD supervisor was Dennis Lindley.

In mathematics and statistics education, Smith led the team which produced the Smith Report on secondary mathematics education in the United Kingdom.

In April 2008, Smith was appointed as Director General of Science and Research at the Department for Innovation, Universities and Skills (since merged with other departments to form the UK's BEIS). He took up his post in September 2008. His annual remuneration for this role is £160,000.[7]

Smith was knighted in the 2011 New Year Honours.[8]

Honorary doctorates

In 2011, Smith was awarded an Honorary Doctorate of Science from Plymouth University and in 2015, an Honorary Doctorate of Science from The Ohio State University.[9]


  • Gelfand, A. E.; Smith, A. F. M. (1990). "Sampling-Based Approaches to Calculating Marginal Densities". Journal of the American Statistical Association. 85 (410): 398-409. doi:10.2307/2289776. JSTOR 2289776.
  • N.J. Gordon, D.J. Salmond, and A.F.M. Smith. "Novel Approach to Nonlinear/Non-Gaussian Bayesian State Estimation." IEE Proceedings-F, 140, 107-113, 1993.
  • Smith, Adrian (2004). Making Mathematics Count: The Report of Professor Adrian Smith's Inquiry into Post-14 Mathematics Education. London, England: The Stationery Office.

See also


External links

Business positions
Preceded by
Geoffrey Crossick
Director and CEO of Alan Turing Institute
Succeeded by
Academic offices
Preceded by
Vice-Chancellor of the University of London
Succeeded by
Peter Kopelman
Preceded by
Deputy Vice-Chancellor of the University of London Succeeded by
Preceded by
Principal of Queen Mary University of London
Succeeded by
Government offices
Preceded by
Director General for Knowledge and Innovation of Department for Business, Innovation and Skills
Succeeded by

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