Categorical localization for the coherent-constructible correspondence
Yuichi Ike, Tatsuki Kuwagaki
TL;DR
This paper establishes a microlocal version of categorical localization within the framework of the coherent-constructible correspondence, linking Fukaya categories to microlocal sheaf theory.
Contribution
It introduces a microlocal localization theorem for Fukaya categories, advancing the understanding of their relationship with constructible sheaves.
Findings
Proves a microlocal localization theorem for Fukaya categories
Bridges Fukaya categories with microlocal sheaf theory
Enhances the categorical understanding in symplectic geometry
Abstract
We prove a microlocal counterpart of categorical localization for Fukaya categories in the setting of the coherent-constructible correspondence.
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