Flavor symmetries of six-dimensional theories from AdS/CFT correspondence
arXiv:2103.16094 · doi:10.1007/JHEP05(2021)221
Abstract
We calculate the superconformal indices of a class of six-dimensional superconformal field theories realized on M5-branes at singularity by using the method developed in previous works of the authors and collaborators. We use the AdS/CFT correspondence, and finite corrections are included as the contribution of M2-branes wrapped on two-cycles in . We confirm that the indices are consistent with the expected flavor symmetries.
arXiv comment18 pages, 1 figure; ver2: references added; ver3: references added, version accepted for publication in JHEP
References in corpus (24)
- Indices for Superconformal Field Theories in 3,5 and 6 Dimensions
- Branes and Six Dimensional Supersymmetric Theories
- Branes at Orbifolds versus Hanany Witten in Six Dimensions
- All AdS_7 solutions of type II supergravity
- Giant Gravitons from Holomorphic Surfaces
- Holography for (1,0) theories in six dimensions
- Branes and Six Dimensional Fixed Points
- Six-Dimensional Superconformal Theories and their Compactifications from Type IIA Supergravity
- Discrete Gauging in Six Dimensions
- Chiral Symmetry from Type IIA Branes
- Schur index of the SYM via the AdS/CFT correspondence
- A Supergravity Dual of a (1,0) Field Theory in Six Dimensions
- AdS/CFT with orientifolds
- Finite Corrections to the Superconformal Index of S-fold Theories
- Finite- corrections to the M-brane indices
- General Prescription for Global U(1)'s in 6D SCFTs
- On the global symmetries of 6D superconformal field theories
- Supersymmetric States in M5/M2 CFTs
- Charges and holography in 6d (1,0) theories
- Finite corrections to the superconformal index of toric quiver gauge theories
- Finite corrections to the superconformal index of orbifold quiver gauge theories
- Orbifolds AdS_7xS^4 and Six Dimensional (0, 1) SCFT
- Symmetry enhancements via 5d instantons, qW-algebrae and (1,0) superconformal index
- Classifying Global Symmetries of 6D SCFTs