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- W2165422376 abstract "The category of exploded torus fibrations is an extension of the smooth category related to tropical geometry in which some adiabatic limits appear as smooth families. This paper contains regularity results for families of holomorphic curves in this category. The main result is a local model for the moduli space of holomorphic curves, which in the case of transversality of the ¯ @ equation implies that the moduli space of holomorphic curves has the appropriate regularity. (This includes regularity of families of holomorphic curves in the smooth category which exhibit bubbling behavior.) A sketch of one method for constructing a ‘virtual class’ for the moduli stack of holomorphic curves using these local regularity results is included." @default.
- W2165422376 created "2016-06-24" @default.
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- W2165422376 date "2009-01-31" @default.
- W2165422376 modified "2023-09-27" @default.
- W2165422376 title "Holomorphic cuves in Exploded Torus Fibrations: Regularity" @default.
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