Profile

Prof Robert Griffiths FRS

photograph

Qualifications:

BSc PhD Sydney, MA Oxf, FIMS

Subject:

Applied Mathematics

Role:

Emeritus Fellow

Robert Griffiths was Fellow and Tutor in Mathematics at Lady Margaret Hall from 1998 to 2011. He was elected as Fellow of the Royal Society in May 2010.

Prof Griffiths was appointed to an Emeritus Fellowship in 2011. 

Further information can be found on his departmental webpage

Research interests:

Mathematical Population Genetics, particularly in modelling stochastic evolutionary processes and developing computational algorithms for ancestral inference from samples of genes, such as the time to the ancestor of the genes.

Selected publications:

  • Griffiths, R.C. and Tavaré S. (1999). 'The ages of mutations in gene trees'. Ann. Appl. Prob. 9, 567-590
  • Griffiths, R. C. (2002). 'Ancestral inference from gene trees'. In: Veuille, M. and Slatkin, M. (Eds.), Modern Developments in Theoretical Population Genetics: the Legacy of Gustave Malécot, Oxford University Press, New York, pp. 94-117.
  • Griffiths, R. C. (2003). 'The frequency spectrum of a mutation, and its age, in a general diffusion model' Theor. Popul. Biol. 64, 241-251.
  • De Iorio, M. and Griffiths, R. C. (2004). 'Importance sampling on coalescent histories'. I. Adv. Appl. Prob. 36, 417-433
  • Griffiths, R. C. and Lessard, S. (2005). 'Ewens' sampling formula and related formulae: Combinatorial proofs, extensions to variable population size and applications to ages of alleles'. Theor. Popul. Biol. 68,167-177.
  • Griffiths, R. C. and Spanò , D. (2007). 'Record indices and age-ordered frequencies in Exchangeable Gibbs Partitions'. Electronic Journal of Probability, 1101-1130
  • ‘Experiments with the Site Frequency Spectrum’, (with R Sainudiin, K Thornton, J Harlow, J Booth, M Stillman, R Yoshida, G McVean, and P Donnelly), 2010, Bulletin of Mathematical Biology 1-44
  • ‘Inference from samples of DNA sequences using a two-locus model’, (with PA Jenkins), 2011, Journal of Computational Biology 18, pp.109-127
  • ‘Multivariate Jacobi and Laguerre polynomials, infinite-dimensional extensions, and their probabilistic connections with multivariate Hahn and Meixner polynomials’, (with D Spanò), 2011, Bernoulli 17, pp.1095-1125