activity
20222026
most citedLow energy points on the sphere and the real projective plane

4 citations · 7 across the 5 of their papers we have counts for

collaborators

5 papers

math.CA2026

Discrepancy of determinantal point processes on compact, connected two-point homogeneous spaces

Carlos Beltrán, Ujué Etayo, Giacomo Gigante +2

We study the discrepancy of point sets generated by determinantal point processes on all compact, connected two-point homogeneous spaces, namely spheres and projective…

math.CA2025

Points on with low logarithmic energy

Carlos Beltrán, Federico Carrasco, Damir Ferizović +1

We describe several randomized collections of rotation matrices and analyze their associated logarithmic energy. The best one (i.e. the one attaining the lowest expecte…

math.CA2024

Minimal Riesz and logarithmic energies on the Grassmannian

Ujué Etayo, Pedro R. López-Gómez

We study the Riesz and logarithmic energies on the Grassmannian of -dimensional subspaces of . We prove that the continuous Riesz and log…

math.CA2023★ 3 cited

Measure-preserving mappings from the unit cube to some symmetric spaces

Carlos Beltrán, Damir Ferizović, Pedro R. López-Gómez

We construct measure-preserving mappings from the -dimensional unit cube to the -dimensional unit ball and the compact rank one symmetric spaces, namely the -dimensional s…

math.CA2022★ 4 cited

Low energy points on the sphere and the real projective plane

Carlos Beltrán, Ujué Etayo, Pedro R. López-Gómez

We present a generalization of a family of points on , the Diamond ensemble, containing collections of points on with very small logarithmic energy…