3 papers
math.SG2026
A note on the cardinality of Lagrangian packings
Joé Brendel, Jean-Philippe Chassé, Laurent Côté
Given a symplectic manifold, can one pack uncountably many Lagrangian submanifolds in a given Hamiltonian isotopy class of this symplectic manifold? We address and …
math.SG2025
Recovering generalized homology from Floer homology: the complex oriented case
Laurent Côté, Yusuf BarıŠKartal
We associate an invariant called the completed Tate cohomology to a filtered circle-equivariant spectrum and a complex oriented cohomology theory. We show that when the filtered sp…
math.SG2025
The microlocal Riemann-Hilbert correspondence for complex contact manifolds
Laurent Côté, Christopher Kuo, David Nadler +1
Kashiwara showed in 1996 that the categories of microlocalized D-modules can be canonically glued to give a sheaf of categories over a complex contact manifold. Much more recently,…