A family of 3d topological B-models with Hilbert schemes of points

3D TQFT and HOMFLYPT homology

We describe a family of 3d topological b-models whose target spaces are the hilbert schemes of points in the interfaces separating theories with different numbers of points correspond to braid strands.The hilbert space of the picture of a closed braid is the homfly-pt homology of the corresponding link.We describe a family of 3d topological b-models whose target spaces are the hilbert schemes of points in the interfaces separating theories with different numbers of points correspond to braid strands.The hilbert space of the picture of a closed braid is the homfly-pt homology of the corresponding link.We describe a family of 3d topological b-models whose target spaces are the hilbert schemes of points in the interfaces separating theories with different numbers of points correspond to braid strands.The hilbert space of the picture of a closed braid is the homfly-pt homology of the corresponding link.