Sue Ann Campbell is a Canadian applied mathematician and computational neuroscientist known for her work on dynamical systems, delay differential equations, and their applications in modeling neural networks, population dynamics, and balance. She is a professor of applied mathematics at the University of Waterloo, former chair of the Department of Applied Mathematics,[1] associate dean for research and international in the university's Faculty of Mathematics,[2] and president of the Canadian Applied and Industrial Mathematical Society.

Education and career

Campbell has a bachelor's degree in mathematics (B.Math.) from the University of Waterloo, earned in 1986.[3] She completed her Ph.D. in 1991 at Cornell University. Her dissertation, The Effects of Symmetry on the Dynamics of Low-Dimensional Modal Interactions, was supervised by Philip Holmes.[4]

She was a postdoctoral researcher at the University of Montreal before taking an assistant professor position at Concordia University. She returned to the University of Waterloo as an assistant professor in 1994.[5]

She was elected as president of the Canadian Applied and Industrial Mathematical Society in 2021, for a term beginning in 2023.[6]

Recognition

Campbell was the 2005 winner of the Arthur Beaumont Distinguished Service Award of the Canadian Applied and Industrial Mathematics Society.[7]

References

  1. ↑ Dean's Message, University of Waterloo Faculty of Mathematics, June 2016, retrieved 2023-09-23
  2. ↑ "Sue Ann Campbell", Contacts, University of Waterloo Faculty of Mathematics, retrieved 2023-09-23
  3. ↑ "Sue Ann Campbell", Centre for Computational Neuroscience, University of Waterloo, retrieved 2021-01-29
  4. ↑ Sue Ann Campbell at the Mathematics Genealogy Project
  5. ↑ "Sue Ann Campbell", IEEE Xplore, retrieved 2023-09-23
  6. ↑ Applied Math professor Sue Ann Campbell elected president of CAIMS, University of Waterloo Applied Mathematics, July 21, 2023, retrieved 2023-09-23
  7. ↑ Arthur Beaumont Distinguished Service Award, Canadian Applied and Industrial Mathematics Society, retrieved 2021-01-29
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