N=1 Supersymmetry Algebras in D=2, D=3, D=4 MOD-8
J.W. van Holten, Antoine Van Proeyen (CERN)

Jan 1982 - 32 pages

Abstract (IOP)
The authors derive Poincare, de Sitter and conformal supersymmetry algebras, in all dimensions allowing Majorana spinors. They consider only minimal gradings (N=1), and show that these always exist. A brief discussion of fermionic central charges is given.


Keyword(s): INSPIRE: SUPERSYMMETRY: MULTIPLET | MULTIPLET: SUPERSYMMETRY | ALGEBRA: SUPERSYMMETRY | ALGEBRA: LORENTZ | ALGEBRA: DE SITTER | FERMION: MAJORANA | CHARGE: CONSERVATION LAW | INVARIANCE: CONFORMAL | FIELD THEORY: HIGHER-DIMENSIONAL | FIELD THEORY: SPINOR | SPINOR: FIELD THEORY | MODEL: OFF-SHELL | MATHEMATICAL METHODS | TABLES
 Record added 1982-01-01, last modified 2015-12-12