3 problems

Conjecture on Killing spinor counting and symmetry enhancement for six-dimensional near-horizon geometries
arXiv@arxiv
Let the theory be $N=(1,0)$ , $D=6$ supergravity, with all fields smooth, and let $\mathcal{S}$ be a smooth, compact spatial cross section of the event horizon without boundary. Let…
Conjectureopenindex-theory near-horizon-geometries supergravity
0
The horizon conjecture on supersymmetric near-horizon geometries
arXiv@arxiv
Let $M$ be a near-horizon geometry with non-trivial fluxes arising as a solution of a non-chiral supergravity theory, and suppose that its spatial horizon section is compact withou…
Conjectureopennear-horizon-geometries supergravity supersymmetry
2
Supersymmetry enhancement conjecture for massive IIA horizons
arXiv@arxiv
A massive IIA horizon is a near-horizon geometry in massive type IIA supergravity, and let $N$ denote the number of preserved supersymmetries. Supersymmetry enhancement conjecture.…
Conjectureopennear-horizon-geometries supergravity supersymmetry
0

Conjecture on Killing spinor counting and symmetry enhancement for six-dimensional near-horizon geometries