N=1 supersymmetric extension of the baby Skyrme model
arXiv:1105.1168 · doi:10.1103/PhysRevD.84.025008
Abstract
We construct a method to supersymmetrize higher kinetic terms and apply it to the baby Skyrme model. We find that there exist N=1 supersymmetric extensions for baby Skyrme models with arbitrary potential.
9 pages, Latex
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Cited by in corpus (13)
- BPS States in Supersymmetric Chiral Models with Higher Derivative Terms
- Baby Skyrme Model, Near-BPS Approximations and Supersymmetric Extensions
- Fractional instantons and bions in the O(N) model with twisted boundary conditions
- Classifying BPS States in Supersymmetric Gauge Theories Coupled to Higher Derivative Chiral Models
- Higher Derivative Corrections to Manifestly Supersymmetric Nonlinear Realizations
- Kinks bounded by fermions
- Topological solitons in the supersymmetric Skyrme model
- Skyrmions confined as beads on a vortex ring
- Analytical self-dual solutions in a nonstandard Yang-Mills-Higgs scenario
- Supersymmetry Breaking in Spatially Modulated Vacua
- Analytical BPS Maxwell-Higgs vortices
- Ghost-free vector superfield actions in supersymmetric higher-derivative theories
- Nontopological self-dual Maxwell-Higgs vortices