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https://doi.org/10.1007/s00029-018-0403-5
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Cite Journal: Selecta Mathematica |  Publication Date: Mar 22, 2018 |
 Citations: 37 |
We construct $$A_\infty $$ functors between Fukaya categories associated to monotone Lagrangian correspondences between compact symplectic manifolds. We then show that the composition of $$A_\infty $$ functors for correspondences is homotopic to the functor for the composition, in the case that the composition is smooth and embedded.
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