Wrapped sheaves

We construct a sheaf-theoretic analogue of the wrapped Fukaya category in Lagrangian Floer theory, by localizing sheaves microsupported away from some given Λ⊂S⁎M along continuation maps constructed using Guillermou-Kashiwara-Schapira sheaf quantization. When Λ is subanalytic singular isotropic, we also comparison map to compact objects unbounded Λ, and show that it an equivalence. The last statement can be seen as sheaf-theoretical incarnation sheaf-Fukaya theorem Ganatra-Pardon-Shende.