Mary Cartwright

E271117

Mary Cartwright was a pioneering British mathematician known for her fundamental contributions to nonlinear differential equations and chaos theory, and for being one of the first women elected a Fellow of the Royal Society.

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Mary Cartwright canonical 4

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Predicate Object
instanceOf British mathematician
Dame Commander of the Order of the British Empire recipient
human
mathematician
woman
areaOfInfluence qualitative theory of differential equations
theory of oscillations
awardReceived De Morgan Medal
Lomonosov Gold Medal
Sylvester Medal
coAuthor John Edensor Littlewood
surface form: J. E. Littlewood
countryOfCitizenship United Kingdom
educatedAt St Hugh’s College, Oxford
surface form: St Hugh's College, Oxford

University of Oxford
employer Cambridge University
surface form: University of Cambridge

University of Oxford
familyName Cartwright
fieldOfWork chaos theory
dynamical systems
mathematics
nonlinear differential equations
genre mathematical research papers
givenName Mary
hasAcademicAdvisor G. H. Hardy
hasHonoraryDegree honorary degree from multiple universities
honorificTitle Dame Commander of the Order of the British Empire
influenced development of chaos theory
influencedBy G. H. Hardy
John Edensor Littlewood
surface form: J. E. Littlewood
languageOfWorkOrName English
memberOf London Mathematical Society
Royal Society
notableFor being one of the first women elected a Fellow of the Royal Society
early rigorous analysis of nonlinear radio and vacuum tube oscillations
early work related to chaos theory
fundamental contributions to nonlinear differential equations
pioneering role for women in mathematics in the United Kingdom
notableWork Cartwright–Littlewood theory on nonlinear differential equations
occupation research mathematician
university teacher
positionHeld Fellow of the Royal Society (FRS)
surface form: Fellow of the Royal Society

President of the London Mathematical Society
sexOrGender female
workLocation Oxford
United Kingdom

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Referenced by (4)

Full triples — surface form annotated when it differs from this entity's canonical label.