Graeme Segal

E255581

Graeme Segal is a British mathematician renowned for his influential work in algebraic topology, K-theory, and mathematical aspects of quantum field theory.

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Graeme Segal canonical 3

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Predicate Object
instanceOf British mathematician
algebraic topologist
human
mathematician
topologist
awardReceived Fellow of the Royal Society (FRS)
surface form: Fellow of the Royal Society
countryOfCitizenship United Kingdom
doctoralAdvisor Michael Atiyah
educatedAt University of Oxford
University of Sydney
employer University of Oxford
fieldOfWork K-theory
algebraic topology
category theory
conformal field theory
homotopy theory
mathematical physics
quantum field theory
gender male
hasAcademicDiscipline mathematical aspects of quantum field theory
pure mathematics
hasResearchInterest equivariant homotopy theory
moduli spaces
operator algebras
topological quantum field theory
influencedBy Friedrich Hirzebruch
Michael Atiyah
Raoul Bott
languageOfWorkOrName English
memberOf All Souls College, Oxford
Royal Society
notableFor Segal conjecture
Atiyah–Segal axioms
surface form: Segal’s axioms for conformal field theory

contributions to the interface of topology and physics
development of topological quantum field theory ideas
foundational work on conformal field theory
work on algebraic K-theory
work on classifying spaces
work on equivariant K-theory
work relating category theory to quantum field theory
notableStudent Kevin Costello
Nigel Hitchin
Ulrike Tillmann
occupation researcher
university teacher
positionHeld professor of mathematics at the University of Oxford
workplace Mathematical Institute, University of Oxford

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