23 citations · 201 across the 39 of their papers we have counts for
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math.DG2019
On residue localization for complex supermanifolds
Leonardo Abath, Maurício Corrêa, Miguel Rodríguez Peña
We prove a holomorphic residue localization formula for odd holomorphic vector fields on compact complex supermanifolds whose fermionic and bosonic dimensions coincide. Under isola…
math.AG2019
Classification of the invariants of foliations by curves of low degree on the three-dimensional projective space
Maurício Corrêa, Marcos Jardim, Simone Marchesi
We study foliations by curves on the three-dimensional projective space with no isolated singularities, which is equivalent to assuming that the conormal sheaf is locally free. We…
math.AG2019★ 2 cited
Rational Morita equivalence for holomorphic Poisson modules
Maurício Corrêa
We introduce a weak concept of Morita equivalence, in the birational context, for Poisson modules on complex normal Poisson projective varieties. We show that Poisson modules, on p…