6 citations · 11 across the 19 of their papers we have counts for
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Coregular submanifolds and Poisson submersions
Lilian C. Brambila, Pedro Frejlich, David Martínez Torres
We analyze \emph{submersions with Poisson fibres}. These are submersions whose total space carries a Poisson structure, on which the ambient Poisson structure pulls back, as a Dira…
Weakly Hamiltonian actions
David Martínez Torres, Eva Miranda
In this paper we generalize constructions of non-commutative integrable systems to the context of weakly Hamiltonian actions on Poisson manifolds. In particular we prove that abeli…
A note on symplectic topology of -manifolds
Pedro Frejlich, David Martínez Torres, Eva Miranda
A Poisson manifold $(M^{2n},\p)$ is -symplectic if $\bigwedge^n\p$ is transverse to the zero section. In this paper we apply techniques native to Symplectic Topology to address…