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Bordered Floer homology via immersed curves: the structure theorem

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Bordered Floer homology via immersed curves: the structure theorem
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19
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This talk will describe some of the key components of theorem stated in the previous talk, namely, the passage from differential modules over the torus algebra to immersed curves. We give a description of type D structures in terms of train tracks in the (marked) torus, and develop a yoga for simplifying these train tracks to immersed curves with local systems. This is joint work with Jonathan Hanselman and Jake Rasmussen.