The signed square of an irreducible real pure spinor in neutral signature (p,p) is a decomposable (anti-)self-dual p-form, yielding an equivalent differential system for torsion-parallel spinors and explicit NS-NS supergravity solutions on four-dimensional Lie groups.
Title resolution pending
2 Pith papers cite this work, alongside 15 external citations. Polarity classification is still indexing.
2
Pith papers citing it
15
external citations · OpenAlex
fields
math.DG 2years
2026 2representative citing papers
Develops complex spinorial forms to classify quasi-supersymmetric solutions of gauged supergravity as four-parameter families of complete gyratonic Brinkmann waves and derives foliation conditions for six-dimensional supergravity with self-dual bundle gerbes.
citing papers explorer
-
Torsion parallel pure spinors on neutral manifolds
The signed square of an irreducible real pure spinor in neutral signature (p,p) is a decomposable (anti-)self-dual p-form, yielding an equivalent differential system for torsion-parallel spinors and explicit NS-NS supergravity solutions on four-dimensional Lie groups.
-
Complex spinorial forms, Brinkmann four-manifolds, and self-dual bundle gerbes
Develops complex spinorial forms to classify quasi-supersymmetric solutions of gauged supergravity as four-parameter families of complete gyratonic Brinkmann waves and derives foliation conditions for six-dimensional supergravity with self-dual bundle gerbes.