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Shane Kelly

Associate Professor

Department of Mathematics
Tokyo Institute of Technology
2-12-1 Ookayama, Meguro-ku
Tokyo 152-8551, Japan

shanekelly at math dot titech dot ac.jp

Room: 334C, Ext: 3392
ORCID iD: 0000-0001-8789-4438

Slides for talk
``A motivic formalism in representation theory''
at MSJ meeting 2019

current research interests

  • Arithmetic algebraic geometry (specfically motivic cohomology; motivic homotopy theory, K-theory, algebraic cycles)
  • Birational geometry, resolution of singularities (via differential forms in positive characteristic)
  • Modular representation theory (via stratified mixed Tate motives)


Tokyo Tech

FU Berlin


    Ph.D. thesis

    Triangulated categories of motives in positive characteristic
    PhD thesis cotutelle between Université de Paris-Nord 13 and Australian National University
    jointly supervised by Denis-Charles Cisinski and Amnon Neeman
    (2012) arXiv


    • Characterizing a family of elusive groups
      (with Michael Giudici)
      Journal of Group Theory, 12(1). (2009)
    • Constructions of intriguing sets of polar spaces from field reduction and derivation.
      Designs, Codes and Cryptography, 43(1). (2007)
    • Tight Sets and m-Ovoids of Polar Spaces
      (with John Bamberg, Maska Law, and Tim Penttila)
      J. Combin. Theory Ser. A, 114(7). (2007)


    The previous version of this website has been plagiarised by Tristan Buckmaster :)