215 citations · 319 across the 16 of their papers we have counts for
16 papers
Poincaré Duality and Supergravity
Konstantin Eder, John Huerta, Simone Noja
We study relative differential and integral forms on families of supermanifolds and their cohomology. We prove a relative Poincaré--Verdier duality and show that it relates the coh…
Bundle gerbes on supermanifolds
John Huerta
We show that every bundle gerbe on a supermanifold decomposes into a bundle gerbe over the underlying manifold and a 2-form on the supermanifold. This decomposition is not canonica…
The magic square of Lie groups: the case
Tevian Dray, John Huerta, Joshua Kincaid
A unified treatment of the analog of the Freudenthal-Tits magic square of Lie groups is given, providing an explicit representation in terms of matrix groups over comp…
How Space-Times Emerge from the Superpoint
John Huerta
We describe how the super Minkowski space-times relevant to string theory and M-theory, complete with their Lorentz metrics and spin structures, emerge from a much more elementary…
Real ADE-equivariant (co)homotopy and Super M-branes
John Huerta, Hisham Sati, Urs Schreiber
A key open problem in M-theory is the identification of the degrees of freedom that are expected to be hidden at ADE-singularities in spacetime. Comparison with the classification…
Symmetrization of Jordan dialgebras
Murray R. Bremner
A basic problem for any class of nonassociative algebras is to determine the polynomial identities satisfied by the symmetrization and the skew-symmetrization of the original produ…