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    Seth Shelley-Abrahamson

    Vice President, Quantitative Analyst at The D. E. Shaw Group

    Seth Shelley-Abrahamson is a mathematician who has worked on rational Cherednik algebras. He completed his doctoral degree at Yale University, where his thesis was on representations of rational Cherednik algebras.1 After his academic work, Seth Shelley-Abrahamson became a Quantitative Analyst at The D. E. Shaw Group, as indicated by his LinkedIn profile.

    During his academic career, Shelley-Abrahamson contributed to the field of geometric representation theory. He gave a talk on baby Verma modules for rational Cherednik algebras at the MIT-Northeastern Spring 2015 Geometric Representation Theory Seminar.1 His research focused on complex algebraic structures and their representations.

    Shelley-Abrahamson also collaborated with Alec Sun in the PRIMES program at MIT, working on the classification of finite-dimensional representations of rational Cherednik algebras.2 This demonstrates his involvement in mentoring and research programs for high school students interested in advanced mathematics.

    Highlights

    Nov 21 · math.mit.edu
    PRIMES: Research Papers - MIT Mathematics
    [PDF] baby Verma modules for rational Cherednik algebras - Yale Math

    Related Questions

    What are Seth Shelley-Abrahamson's main research interests?
    How did Seth Shelley-Abrahamson get involved with The D. E. Shaw Group?
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    What is Seth Shelley-Abrahamson's educational background?
    How does Seth Shelley-Abrahamson's work in rational Cherednik algebras apply to his role at The D. E. Shaw Group?
    Seth Shelley-Abrahamson
    Seth Shelley-Abrahamson, photo 1
    Seth Shelley-Abrahamson, photo 2
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    Location

    New York, New York, United States