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Benjamin Audoux
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A geometrical point of view on singular link Floer homology
Abstract
We define a Heegaard-Floer homology
for any singular link in any closed 3-manifold. We prove
that it vanishes for every singular connected sum of links.
Then we state a conjecture on a
possible "finite type" property satisfied by link Floer
homology.
We define a Heegaard-Floer homology
for any singular link in any closed 3-manifold. We prove
that it vanishes for every singular connected sum of links.
Then we state a conjecture on a
possible "finite type" property satisfied by link Floer
homology.
Status
- draft
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