Cluster Homology
classification
🧮 math.SG
keywords
homologyapplicationsassignauxiliarybubblingclassclusterdata
read the original abstract
We assign, to a Langrangian submanifold $L$, a new homology which manages the bubbling of disks by means of auxiliary Morse data. This invariant of the Hamiltonian isotopy class of $L$ has many applications and naturally leads to a universal Floer theory for Lagrangian intersections.
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