Computes all cohomologically distinct A_∞-natural transformations Nat(id, id) and Nat(id, β_i^-) in the Fukaya category of the sl_2 Coulomb branch and classifies them via Hochschild cohomology from a Chouhy-Solotar resolution.
Quiver Hecke algebras from Floer homology in Coulomb branches
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Fukaya categories of horizontal Hilbert schemes arise as the unique Z^2-graded deformations of the NilHecke algebra after removing the matter divisor.
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Natural transformations between braiding functors in the Fukaya category
Computes all cohomologically distinct A_∞-natural transformations Nat(id, id) and Nat(id, β_i^-) in the Fukaya category of the sl_2 Coulomb branch and classifies them via Hochschild cohomology from a Chouhy-Solotar resolution.
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Fukaya categories of Coulomb branches as unique deformations
Fukaya categories of horizontal Hilbert schemes arise as the unique Z^2-graded deformations of the NilHecke algebra after removing the matter divisor.