Dual boundary conditions reduce Omega-deformed 3d N = 4 localization to integrals over Hecke modification spaces, recovering the BFN Coulomb branch algebra, boundary modules, and cylindrical KLRW algebras.
The Yang-Mills Equations over Riemann Surfaces
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Coulomb Branches in 3d $\mathcal{N} = 4$ Revisited
Dual boundary conditions reduce Omega-deformed 3d N = 4 localization to integrals over Hecke modification spaces, recovering the BFN Coulomb branch algebra, boundary modules, and cylindrical KLRW algebras.