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1. www.maths.usyd.edu.au › u › geordieGeordie Williamson - University of Sydney

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   Geordie Williamson. Director of the Sydney Mathematical Research Institute and Professor of Mathematics at the University of Sydney . My CV and my publication list are available to download as PDFs. Video and slides of my lecture at the ICM in Rio. Video of my Sydney Ideas lecture on "Math, AI and intuition"

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3. en.wikipedia.org › wiki › Geordie_WilliamsonGeordie Williamson - Wikipedia

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   Geordie Williamson FRS FAA (born 1981 in Bowral, Australia) is an Australian mathematician at the University of Sydney. He became the youngest living Fellow of the Royal Society when he was elected in 2018 at the age of 36.

4. www.maths.usyd.edu.au › CV-GeordieWilliamsonGeordie W CAREER - University of Sydney

   www.maths.usyd.edu.au › CV-GeordieWilliamson

   Geordie WILLIAMSON g.williamson@sydney.edu.au CAREER Current University of Sydney Mathematical Research Institute. Director. 2018 – present. University of Sydney. Professor of Mathematics. 2017 – present. DeepMind, Google. Consultant in Pure Mathematics. 2020 – present. Previous Distinguished Visiting Professor.

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     Geordie Williamson: A Panoramic View of Modular Representation Theory

     Oct 13, 2023

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     Geordie Williamson, Lecture V - 28 January 2015

     Feb 12, 2015

     647 Views

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     Geordie Williamson, Lecture III - 23 January 2015

     Feb 5, 2015

     1.6K Views

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6. mathematical-research-institute.sydney.edu.auOur Team - Sydney Mathematical Research Institute

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   Geordie Williamson is a Professor of Mathematics and the Director of the Sydney Mathematical Research Institute. He is a renowned expert in representation theory and has received many awards and honours, including the Clay Research Award and the Christopher Heyde Medal.

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7. www.sydney.edu.au › g-williamsonProfessor Geordie Williamson - The University of Sydney

   www.sydney.edu.au › g-williamson

   Geordie Williamson completed his PhD in 2008 at the University of Freiburg under the supervision of Wolfgang Soergel. He went on to hold an EPSRC postdoc at the University of Oxford working with Raphaël Rouquier, and was a Junior Research Fellow at St. Peter's College.

8. www.maths.usyd.edu.au › u › geordieGeordie Williamson - University of Sydney

   www.maths.usyd.edu.au › u › geordie

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   Geordie Williamson is a mathematician who works on representation theory of algebraic groups and related topics. His web page lists his publications, including joint papers with other researchers, and some lecture notes on various topics.

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   Who is Professor Geordie Williamson?

   • Professor Geordie Williamson received his undergraduate degree from the University of Sydney and completed his PhD at the University of Freiburg in 2008. He held subsequent positions at the University of Oxford and St. Peter’s College, and worked at the Max Planck Institute for Mathematics in Bonn for five years as an Advanced Researcher.

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   Where did Geordie go to school?

   • He held subsequent positions at the University of Oxford and St. Peter’s College, and worked at the Max Planck Institute for Mathematics in Bonn for five years as an Advanced Researcher. Geordie returned to the University of Sydney as a Professor in 2017 and established the Sydney Mathematical Research Institute with Professor Anthony Henderson.

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   What does Geordie doe do at the University of Sydney?

   • Geordie returned to the University of Sydney as a Professor in 2017 and established the Sydney Mathematical Research Institute with Professor Anthony Henderson. Geordie’s interests lie in basic questions in representation theory that need extremely sophisticated techniques from algebraic geometry, Hodge theory, or higher category theory to resolve.

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10. people.mpim-bonn.mpg.de › geordie › papersGeordie Williamson - Max Planck Society

    people.mpim-bonn.mpg.de › geordie › papers

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    Geordie Williamson is a mathematician who works on representation theory of algebraic groups and Hecke algebras. His papers and preprints cover topics such as Soergel bimodules, tilting modules, p-canonical basis, Hodge theory, and torsion in intersection cohomology.