activity
20062022
most citedHeisenberg categorification and Hilbert schemes

63 citations · 423 across the 30 of their papers we have counts for

collaborators

36 papers

math.RT2022★ 4 cited

-deformed rational numbers and the 2-Calabi--Yau category of type

Asilata Bapat, Louis Becker, Anthony M. Licata

We describe a family of compactifications of the space of Bridgeland stability conditions of any triangulated category following earlier work by Bapat, Deopurkar, and Licata. We pa…

math.RT2021

Spherical objects and stability conditions on 2-Calabi--Yau quiver categories

Asilata Bapat, Anand Deopurkar, Anthony M. Licata

Consider a 2-Calabi--Yau triangulated category with a Bridgeland stability condition. We devise an effective procedure to reduce the phase spread of an object by applying spherical…

math.RT2021

Strands algebras and the affine highest weight property for equivariant hypertoric categories

Aaron D. Lauda, Anthony M. Licata, Andrew Manion

We show that the equivariant hypertoric convolution algebras introduced by Braden-Licata-Proudfoot-Webster are affine quasi hereditary in the sense of Kleshchev and compute the Ext…

math.RT2021

Categorical braid group actions and cactus groups

Iva Halacheva, Anthony Licata, Ivan Losev +1

Let be a semisimple simply-laced Lie algebra of finite type. Let be an abelian categorical representation of the quantum group cate…

math.RT2020★ 5 cited

A Thurston compactification of the space of stability conditions

Asilata Bapat, Anand Deopurkar, Anthony M. Licata

We propose compactifications of the moduli space of Bridgeland stability conditions of a triangulated category. Our construction arises from a viewing a stability condition as a me…

math.GT2020★ 4 cited

From hypertoric geometry to bordered Floer homology via the m=1 amplituhedron

Aaron D. Lauda, Anthony M. Licata, Andrew Manion

We give a conjectural algebraic description of the Fukaya category of a complexified hyperplane complement, using the algebras defined in arXiv:0905.1335 from the equivariant cohom…