3 papers
math.AG2026
The logarithmic leaf complex and foliated d-semistability
Mauricio Corrêa, Pablo Perrella, Sebastián Velazquez
We study holomorphic foliations on normal crossings varieties arising as semistable degenerations. We do so by we exploring the notion of foliated d-semistability using the languag…
math.AG2025
On moduli of foliated surfaces
Calum Spicer, Roberto Svaldi, Sebastian Velazquez
We present a definition of stable family of foliations and show that the corresponding moduli functor for foliated surfaces is representable by a Deligne-Mumford stack.
math.CA2024
Phase retrieval from short-time Fourier transform in LCA groups
Natalia Accomazzo, Daniel Carando, Rocio Nores +2
We study the short-time Fourier transform phase retrieval problem in locally compact abelian groups. Using probabilistic methods, we show that for a large class of groups and c…