The L1-Algebra Of A Symplectic Manifold
Bas Janssens (TU Delft - Analysis)
Leonid Ryvkin (University of Göttingen)
Cornelia Vizman (West University of Timisoara (UVT))
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Abstract
We construct an L1-algebra on the truncated canonical homology complex of a symplectic manifold, which naturally projects to the universal central extension of the Lie algebra of Hamiltonian vector fields.
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