We develop a set of tools for doing computations in and of (partially) wrapped Fukaya
categories. In particular, we prove (1) a descent (cosheaf) property for the wrapped Fukaya …

We discuss Lagrangian cobordism between Lagrangian submanifolds (in the monotone
setting) and we show that Lagrangian Floer and quantum homologies are rigid with respect …

Given a symplectic manifold M we consider a category with objects finite ordered families of
Lagrangian submanifolds of M (subject to certain additional constraints) and with morphisms …

DOI: https://doi. org/10.1090/noti2692 this graph is reflexive, with the constant path refl𝑥 at
each point 𝑥∈ 𝑋 defining a distinguished endoarrow. Can this reflexive directed graph be …

Formalized 1-category theory forms a core component of various libraries of mathematical
proofs. However, more sophisticated results in fields from algebraic topology to theoretical …

Let $ L $ be an exact Lagrangian submanifold of a cotangent bundle $ T^* M $, asymptotic
to a Legendrian submanifold $\Lambda\subset T^{\infty} M $. We study a locally constant …

In the previous work, the author used symplectic flexibility techniques to prove an upper
bound on the number of generators of the wrapped Fukaya category of a high‐dimensional …

We develop a set of tools for doing computations in and of (partially) wrapped Fukaya
categories. In particular, we prove (1) a descent (cosheaf) property for the wrapped Fukaya …

Given a ribbon graph Γ Γ with some extra structure, we define, using constructible sheaves,
a dg category CPM (Γ) CPM (Γ) meant to model the Fukaya category of a Riemann surface …

Floer theory for Lagrangian cobordisms was developed by Biran and Cornea in a series of
papers [Lagrangian cobordism. I, J. Amer. Math. Soc. 26 (2013) 295–340; Lagrangian …