Ailsa Macgregor Keating is a mathematician specialising in symplectic geometry and homological mirror symmetry.[1] She is a professor in the Department of Pure Mathematics and Mathematical Statistics at the University of Cambridge.
Ailsa Keating | |
---|---|
Born | Ailsa Macgregor Keating |
Alma mater | Clare College, Cambridge Massachusetts Institute of Technology |
Awards | Berwick Prize |
Scientific career | |
Fields | Mathematics |
Institutions | Columbia University Institute for Advanced Study University of Cambridge |
Thesis | Symplectic properties of Milnor fibres (2014) |
Doctoral advisor | Paul Seidel |
Website | www |
Education and career
editKeating grew up in Toulouse, France.[2] She read mathematics in Clare College, Cambridge from 2005 to 2009, earning a master's degree through Part III of the Mathematical Tripos.[3] She went on to graduate study at the Massachusetts Institute of Technology, completing her dissertation in 2014 with the dissertation Symplectic properties of Milnor fibres supervised by Paul Seidel.[4]
She returned to Cambridge as a Junior Research Fellow in Trinity College in 2014,[3] at the same time doing postdoctoral research as a Simons Junior Fellow at Columbia University and a member of the Institute for Advanced Study. She became a lecturer at Cambridge in 2017[2] and was promoted to professor in 2023.[5]
Recognition
editKeating is the winner of the 2021 Berwick Prize of the London Mathematical Society, for her research using Dehn twists to study the symmetries of symplectic manifolds.[6]
References
edit- ^ https://www.europeanwomeninmaths.org/profile/ailsa-keating/
- ^ a b Keating, Ailsa, About Ailsa Keating, retrieved 2022-02-03; see also linked curriculum vitae
- ^ a b "Through the looking glass", Features: Faculty Insights, Cambridge Faculty of Mathematics, retrieved 2022-02-03
- ^ Ailsa Keating at the Mathematics Genealogy Project
- ^ Senior Academic Promotions, Cambridge Department of Pure Mathematics and Mathematical Statistics, retrieved 2023-12-04
- ^ Berwick Prize: citation for Ailsa Keating (PDF), London Mathematical Society, retrieved 2022-02-03