A Q-Continuum of Off-Shell Supermultiplets
arXiv:1310.3256 · doi:10.1155/2016/7350892
Abstract
We explore a continuum of observably and usefully inequivalent, finite-dimensional off-shell representations of worldline N=4-extended supersymmetry, differing from one another only in the value of a "tuning parameter." Their dynamics turns out to be nontrivial already when restricting to just bilinear Lagrangians. In particular, we find a 34-parameter family of bilinear Lagrangians that couple two differently "tuned" of these supermultiplets to each other and to external magnetic fields, where the explicit dependence on the tuning parameters cannot be removed by any field redefinition and so is observable.
12 page, 1 illustration; references updated
References in corpus (8)
- On the Geometry of the String Landscape and the Swampland
- Hierarchy of N=8 Mechanics Models
- Refining the classification of the irreps of the 1D N-Extended Supersymmetry
- Deriving Projective Hyperspace from Harmonic
- The Real Anatomy of Complex Linear Superfields
- Supersymmetric Runge-Lenz-Pauli vector for Dirac vortex in topological insulators and graphene
- On General Off-Shell Representations of Worldline (1D) Supersymmetry
- Golden Ratio Controlled Chaos in Supersymmetric Dynamics