2 papers
math.DG2025
Manifold submetries from compact homogeneous spaces
Samuel Lin, Ricardo A. E. Mendes, Marco Radeschi
We show that singular Riemannian foliations, or, more generally, manifold submetries, defined on a compact normal homogeneous space, have algebraic nature. Moreover, in this case t…
math.DG2023
A Weyl's Law for Singular Riemannian Foliations with Applications to Invariant Theory
Samuel Lin, Ricardo A. E. Mendes, Marco Radeschi
We prove a version of Weyl's Law for the basic spectrum of a closed singular Riemannian foliation with basic mean curvature. In the special case of $M=\mathbb{S}^…