Intersecting Surface defects and 3d Superconformal indices
arXiv:2101.05689 · doi:10.1007/JHEP05(2021)155
Abstract
We compute the 3d N = 2 superconformal indices for 3d/1d coupled systems, which arise as the worldvolume theories of intersecting surface defects engineered by Higgsing 5d N = 1 gauge theories. We generalize some known 3d dualities, including non-Abelian 3d mirror symmetry and 3d/3d correspondence, to some of the simple 3d/1d coupled systems. Finally we propose a q-Virasoro construction for the superconformal indices.
40 pages; references added
References in corpus (14)
- The Refined Topological Vertex
- Notes on SUSY Gauge Theories on Three-Sphere
- 5-dim Superconformal Index with Enhanced En Global Symmetry
- Generalized Superconformal Index for Three Dimensional Field Theories
- Superconformal indices of three-dimensional theories related by mirror symmetry
- Supersymmetric gauge theories with decoupled operators and chiral ring stability
- Abelianization and Sequential Confinement in dimensions
- Flipping the head of T[SU(N)]: mirror symmetry, spectral duality and monopoles
- Boundaries, Vermas, and Factorisation
- Riemann-Hilbert correspondence and blown up surface defects
- Topological Correlators and Surface Defects from Equivariant Cohomology
- Supersymmetric indices on , elliptic genera and dualities with boundaries
- Localization of a supersymmetric gauge theory in the presence of a surface defect
- Deformation quantizations from vertex operator algebras