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Dr Brad Baxter

  • Overview

    Overview

    Biography

    I obtained my first degree in mathematics from the University of Cambridge in 1986, where I was a member of Trinity College. I continued to study at Cambridge, obtaining M. Math [formerly called Part III of the Mathematical Tripos] in 1987. I then became a PhD student of Mike Powell in Numerical Analysis, my PhD being sponsored by AERE Harwell, until 1992. I was also a Smith's Prizewinner during my PhD. Following post-doctoral positions at Texas A&M University and the University of Manchester, I became a Governors' Lecturer in Mathematics at Imperial College, London, in 1994, where I remained until 2001. I joined Birkbeck in 2002, to help create the new programme in Financial Engineering, for which I was programme director for the best part of two decades.

    I semi-retired from Birkbeck in July 2023 but continue to teach mathematical finance and numerical analysis courses. I also teach for several colleges at the University of Cambridge.

    Qualifications

    • BA (Mathematics), University of Cambridge, 1986
    • M. Math, University of Cambridge, 1987
    • PhD, University of Cambridge, 1992

    Honours and awards

    • Smith's Prize, University of Cambridge, April 1989
  • Research

    Research

    Research interests

    • Approximation theory
    • Numerical Analysis
  • Supervision and teaching

    Supervision and teaching

    Supervision

    Current doctoral researchers

    • AZIZA SENTISSI
    • SIMON FRETWELL

    Teaching

    Teaching modules

    • Problems in Mathematics (BUEM009S6)
    • Problems in Mathematics (BUEM009S6)
    • Mathematical Explorations (BUEM133H4)
    • Mathematical Explorations (BUEM133H4)
    • Financial Modelling and Data Science (EMMS011S7)
    • Financial Modelling and Data Science (EMMS011S7)
    • Statistical Learning (EMMS022H7)
    • Statistical Learning (EMMS022H7)
  • Publications

    Publications

    Article

    Book Section

    • Hubbert, Simon and Baxter, Brad J.C. (2001) Radial basis functions for the sphere. In: Haussmann, W. and Jetter, K. and Reimer, M. (eds.) Recent Progress in Multivariate Approximation. 4th International Conference, September 2000, Witten-Bommerholz. International Series of Numerical Mathematics. Basel: Birkhauser. pp. 33-47. ISBN 3764365056.

    Monograph

    Other