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Geometric composition in quilted Floer theory (1003.4493v9)
Published 23 Mar 2010 in math.SG
Abstract: We prove that Floer cohomology of cyclic Lagrangian correspondences is invariant under transverse and embedded composition of Lagrangians under a general set of assumptions. In the Corrigendum, we introduce an additional assumption of monotonicity for cylinders which is needed to avoid bubbling at the Y-end.
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