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Nina Snaith

From Wikipedia, the free encyclopedia
British mathematician

Nina Snaith
Snaith in 2009
Born
Nina Claire Snaith
AwardsSuffrage Science award (2018)
Whitehead Prize (2008)
Scientific career
InstitutionsUniversity of Bristol
ThesisRandom Matrix Theory and zeta functions (2000)
Doctoral advisorJonathan Keating[1]
Websitehttps://people.maths.bris.ac.uk/~mancs/

Nina Claire Snaith is a British mathematician at theUniversity of Bristol working inrandom matrix theory andquantum chaos.

Education

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Snaith was educated at theUniversity of Bristol where she received her PhD in 2000[2] for research supervised byJonathan Keating.[1]

Career and research

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In 1998, Snaith and her then adviserJonathan Keating conjectured a value for the leading coefficient of the asymptotics of the moments of theRiemann zeta function. Keating and Snaith's guessed value for the constant was based on random-matrix theory, followinga trend that started withMontgomery's pair correlation conjecture. Keating's and Snaith's work extended works[3] byBrian Conrey, Ghosh, and Gonek, also conjectural, based on number theoreticheuristics; Conrey, Farmer, Keating, Rubinstein, and Snaith later conjectured the lower terms in the asymptotics of the moments.[4] Snaith's work appeared in her doctoral thesisRandom Matrix Theory and zeta functions.[1]

Snaith is currently Professor of Mathematical Physics at the University of Bristol.[5][6]

Awards and honours

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In 2008, Snaith was awarded the London Mathematical Society'sWhitehead Prize.

In 2014, she delivered the annualHanna Neumann Lecture to honour the achievements of women in mathematics.[7]

Personal life

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Snaith is the daughter of mathematicianVictor Snaith [de] and sister of mathematician and musicianDan Snaith, mostly known by his artistic names Manitoba, Caribou, and Daphni.[8]

References

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  1. ^abcNina Snaith at theMathematics Genealogy ProjectEdit this at Wikidata
  2. ^Snaith, Nina Claire (2000).Random matrix theory and zeta functions (PhD thesis). University of Bristol.OCLC 53552484.EThOS uk.bl.ethos.322610.
  3. ^Conrey, J. B.; Gonek, S. M. (15 April 2001). "High moments of the Riemann zeta-function".Duke Mathematical Journal.107 (3).arXiv:math/9902162.doi:10.1215/S0012-7094-01-10737-0.ISSN 0012-7094.
  4. ^Conrey, J. B.; Farmer, D. W.; Keating, J. P.; Rubinstein, M. O.; Snaith, N. C. (2005). "Integral moments of L-functions".Proceedings of the London Mathematical Society.91 (01):33–104.arXiv:math/0206018.doi:10.1112/S0024611504015175.ISSN 0024-6115.
  5. ^"Nina Snaith's Home Page".Department of Mathematics. University of Bristol.
  6. ^"Professor Nina Snaith".University of Bristol: Our People. Retrieved20 May 2023.
  7. ^"Hanna Neumann Lecturer".
  8. ^Jardine, J. F. (March 2023). "Victor Percy Snaith, 1944–2021".Bulletin of the London Mathematical Society.55 (2):1041–1058.doi:10.1112/blms.12802.
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