Derek Abbott

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Derek Abbott
Derek Abbott in 2003
Derek Abbott in 2003
Born May 3, 1960
South Kensington, London, UK
Residence Australia, UK
Nationality British - Australian
Field Physicist and Electronic Engineer
Institution University of Adelaide
Alma mater LUT and University of Adelaide
Academic advisor Kamran Eshraghian, Bruce Davis
Notable students Gregory P. Harmer
Said F. Al-sarawi
Samuel P. Mickan
Bradley S. Ferguson
Adrian P. Flitney
Mark D. McDonnell
Known for Parrondo's paradox theory
Stochastic theory
Experimental T-ray imaging

Derek Abbott (May 3, 1960 in South Kensington, London, UK) is a physicist and electronic engineer. He is a Professor of Electrical and Electronic Engineering at the University of Adelaide, Australia. He is notable for leading theoretical work in the development of Parrondo's paradox, contributions to the field of stochastic resonance, and experimental contributions to T-ray imaging.

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[edit] Early Years

In the period 1963-1965 he attended the famous Norland College pre-school, Chislehurst, Kent, UK as a boarder. Then during 1965-1967 he was a boarder at Oakfield School, Streatham, UK. In 1968, he attended the École de Ferney-Voltaire, France and the École Seminaire de Collonges-sous-Salève, France. In 1969 he did a stint at Philadelphia High School, USA and Basset House School, London, UK. In the 1969-1971 period, he was a boarder at Copthorne Preparatory School, Sussex, UK. During 1971-1978 he attended Holland Park School, London, UK.

[edit] Career

In 1978, he began work at GEC Hirst Research Centre, Wembley, UK, performing research in the area of CCD and microchip design for imaging systems. Whilst working, he graduated in 1982 with a BSc in Physics from Loughborough University of Technology. In 1986, at the time when the mysterious GEC deaths started, he began work as a microchip designer at Austek Microsystems in Adelaide, Australia.

[edit] Achievements

[edit] Publications

[edit] Honours and Awards

[edit] Erdős number

Abbott's Erdős number is 4. His path to Erdős is as follows:

  • E. S. Key, M. M. Kłosek, and D. Abbott, "On Parrondo's paradox: how to construct unfair games by composing fair games," ANZIAM J., 47, no. 4, pp. 495-511, (2006).
  • M. M. Kłosek, B.J. Matkowsky, Z. Schuss, "First-order dynamics driven by rapid Markovian jumps," SIAM J. Appl. Math., 49, no. 6, pp. 1811-1833, (1989).
  • R. O. Davies and Z. Schuss, "A proof that Henstock's integral includes Lebesgue's," J. London Math. Soc., 2, pp. 561-562, (1970).
  • R.O. Davies and P. Erdös, "Splitting almost-disjoint collections of sets into subcollections admitting almost-transversals," Colloq. Math. Soc. Janos Bolyai, 10, North-Holland, Amsterdam, pp. 307-322, (1975).

[edit] Scientific Genealogy

Abbott's scientific genealogy via his primary doctoral advisor runs as follows:

[edit] See Also

[edit] External Links

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[edit] References

[edit] Notes