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12:20 AM
@RuneHaugseng i think i remember talking about this with mark behrens and some of his students (one of them was trying to line up the classical and \infty cases), you might try writing to him
 
@JonathanBeardsley I'd be willing to bet Ben Knudsen could point you to many such references
 
@MikeMiller great, i'm looking forward to it! i'm imagining/hoping that it'll be some sort of cross between fear & loathing and the big lebowski
 
12:48 AM
@ReubenStern this comes up in defining fukaya categories: depending on how much structure you can put on your lagrangians (orientation, etc.) you get to define a Z/n-graded chain complex (the hom-object) for varying values of n
i'm pretty sure you get d^2=0 even without any such structure, so you might hope to get a category enriched in differential modules (or really some flavor of A_\infty-category)
 
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