arXiv:2312.11447v1 [math.SG] 18 Dec 2023 On the Hochschild cohomology of Tamarkin
categories Page 1 arXiv:2312.11447v1 [math.SG] 18 Dec 2023 On the Hochschild cohomology …

We construct a sheaf-theoretic analogue of the wrapped Fukaya category in Lagrangian
Floer theory, by localizing a category of sheaves microsupported away from some given Λ⊂ …

Abstract Let Λ±Λ_± be Legendrian submanifolds in the cosphere bundle T∗,∞ MT^*,∞M.
Given a Lagrangian cobordism LL of Legendrians from Λ− Λ_- to Λ+ Λ_+, we construct a …

We study rational Lagrangian immersions in a cotangent bundle, based on the microlocal
theory of sheaves. We construct a sheaf quantization of a rational Lagrangian immersion …

This is the first part of a series of papers studying categories defined over the Novikov ring
arising from microlocal sheaf theory. In this paper, we define a family of categories …

We show that for a closed Legendrian submanifold in a 1-jet bundle, if there is a sheaf with
compact support, perfect stalk and singular support on that Legendrian, then (1) the number …

arXiv:2404.15556v1 [math.SG] 23 Apr 2024 Page 1 arXiv:2404.15556v1 [math.SG] 23 Apr
2024 Heavy subsets from microsupports Tomohiro Asano April 25, 2024 Abstract We construct …

We give an affirmative answer to the rectangular peg problem for a large class of continuous
Jordan curves that contains all rectifiable curves and Stromquist's locally monotone curves …

We study exact Lagrangian cobordisms between exact Lagrangians in a cotangent bundle
in the sense of Arnol'd, using microlocal theory of sheaves. We construct a sheaf …

Sheaf Techniques and Symplectic Geometry Bingyu Zhang Page 1 Sheaf Techniques and
Symplectic Geometry On the Algebra and Geometry of the Chiu-Tamarkin Complexes Bingyu …