Unidexterously Constrained Worldsheet Superfields
arXiv:1002.0515 · doi:10.1088/1751-8113/43/29/295402
Abstract
Super-constrained superfields have provided for most of the best-known and oft-used representations of supersymmetry. The abelian nature of the Lorentz symmetry on the worldsheet turns out to continue permitting the discovery of new representations, long after the discovery of twisted chiral superfields. Just as the latter were effectively used in Lagrangian studies of mirror symmetry, it would seem hopeful that the new representations discussed herein may find their own niche too.
8 pages, 7 figures
References in corpus (12)
- Adinkras: A Graphical Technology for Supersymmetric Representation Theory
- Classification of irreps and invariants of the N-extended Supersymmetric Quantum Mechanics
- "Root" Action for N=4 Supersymmetric Mechanics Theories
- On Graph-Theoretic Identifications of Adinkras, Supersymmetry Representations and Superfields
- On the Matter of N=2 Matter
- A BPS Interpretation of Shape Invariance
- A Journey Through Garden Algebras
- Haploid (2,2)-Superfields In 2-Dimensional Spacetime
- Duality and Central Charges in Supersymmetric Quantum Mechanics
- Superfield Formulation of Nonlinear N=4 Supermultiplets
- Effective Symmetries of the Minimal Supermultiplet of N = 8 Extended Worldline Supersymmetry
- Gauging Yang-Mills Symmetries In 1+1-Dimensional Spacetime