DSNT Seminar: An effective equidistribution result in the space of 2-dimensional tori with k marked points

  • Date: 27 June 2024, 13:15–14:15
  • Location: Ångström Laboratory, 64119
  • Type: Seminar
  • Lecturer: Andreas Strömbergsson (Uppsala University)
  • Organiser: Matematiska institutionen
  • Contact person: Reza Mohammadpour

Andreas Strömbergsson (Uppdala University) gives a seminar with the title "An effective equidistribution result in the space of 2-dimensional tori with k marked points". Welcome to join!

Abstract: Let X be the homogeneous space Gamma \ G, where G is the semidirect product of SL(2,R) and a direct sum of k copies of R^2, and where Gamma is the subgroup of integer elements in G. I will present a result giving effective equidistribution of 1-dimensional unipotent orbits in the space X. The proof makes use of the delta method in the form developed by Heath-Brown. Joint work with Anders Södergren and Pankaj Vishe.

For more information, please contact the organiser Reza Mohammadpour.

This is a seminar in our seminar series on Dynamical Systems and Number Theory (DSNT).

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