Sarah Rees

Sarah Elizabeth Rees (born 1957)[1] is Professor of Pure Mathematics at Newcastle University. Her focus of research is on geometrical, combinatorial and computational aspects of group theory.[2][3]

Rees obtained her Ph.D. in 1983 from the University of Oxford. Her dissertation, supervised by Peter Cameron, was On Diagram Geometry.[4]

In 2003, Rees was a member of the expert panel for BBC Radio 4's In Our Time on Infinity.[5]

Selected publications

  • Holt, Derek F; Rees, Sarah; Röver, Claas E (2017), Groups, languages, and automata, London Mathematical Society student texts, 88., ISBN 978-1316606520
  • Ciobanu, Laura; Derek F. Holt; Rees, Sarah (2016), "Rapid decay and Baum-Connes for large type Artin groups", Transactions of the American Mathematical Society, 368 (9): 6103–6129, arXiv:1203.1198, doi:10.1090/tran/6532
  • Rees, Sarah (2015), "Antony G. O'Farrell and Ian Short, Reversibility in Dynamics and Group Theory, London Mathematical Society Lecture Notes Series, Volume 416", Proceedings of the Edinburgh Mathematical Society, Proceedings of the Edinburgh Mathematical Society, v60 n03 (20170806): Cambridge University Press, 60 (3): 811–812, doi:10.1017/S0013091517000013, ISBN 978-1-107-44288-7CS1 maint: location (link)
  • Holt, Derek F; Rees, Sarah (2012), Artin groups of large type are shortlex automatic with regular geodesics, 104, Proceedings of the London Mathematical Society, v104 n3 (20120330), pp. 486–512, arXiv:1003.6007CS1 maint: location (link)
  • Holt, Derek F; Rees, Sarah (1994), "Testing modules for irreducibility", Journal of the Australian Mathematical Society, 57: 1, doi:10.1017/S1446788700036016
gollark: Microsoft just has users do their QA.
gollark: It's a commutative associative binary operator defined on rings.
gollark: Only if you muck up the brackets or something.
gollark: Am I missing something here?
gollark: I mean, if x = y you can just substitute that into e^y and get... e^x, so they're... obviously always the same?

References


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