Marco Zambon

collaborators

3 papers

math.DG2026

The Linearizability of Singular Foliations Is a Morita Invariant

Marco Zambon

Hausdorff Morita equivalence is an equivalence relation on singular foliations, which induces a bijection between their leaves. Our main statement is that linearizability along a l…

math.DG2025

A note on pullbacks and blowups of Lie algebroids, singular foliations, and Dirac structures

Andreas SchÃ¼Ãler, Marco Zambon

Lie algebroids, singular foliations, and Dirac structures are closely related objects. We examine the relation between their pullbacks under maps satisfying a constant rank or tran…

math.SG2025

Blowups of Dirac structures

Ioan Marcut, Andreas SchÃ¼Ãler, Marco Zambon

Given a real, twisted Dirac structure $L$ on a smooth manifold $M$ , and a closed embedded submanifold $N \subseteq M$ of codimension $> 1$ , we characterise when $L$ lifts to a smooth…