Spherical Fibonacci Points: Weyl sums, ...

Johann Brauchart (TU Graz)

Jan 21. 2022, 15:00 — 15:40

A Fibonacci lattice point set in the unit square is mapped to the unit sphere in $\mathbb{R}^3$ using an area-preserving Lambert transformation. For this explicit construction we study Weyl sums with respect to Legendre polynomials.

 

Further Information
Venue:
ESI Boltzmann Lecture Hall
Recordings:
Recording
Associated Event:
Optimal Point Configurations on Manifolds (Workshop)
Organizer(s):
Christine Bachoc (U Bordeaux)
Henry Cohn (Microsoft, Redmond)
Peter Grabner (TU Graz)
Douglas Hardin (Vanderbilt U, Nashville)
Edward Saff (Vanderbilt U, Nashville)
Achill Schürmann (U of Rostock)
Robert Womersley (UNSW, Sydney)