Semiclassical Quantization of the Supermembrane
M.J. Duff, T. Inami, C.N. Pope (CERN), E. Sezgin (ICTP, Trieste), K.S. Stelle (CERN)

May 1987 - 24 pages

Abstract (Elsevier)
We approach the quantization of the eleven-dimensional supermembrane from a semiclassical viewpoint. We quantize the fluctuations around a topologically-stabilized toroidal background, and find that the bosonic and fermionic contributions to the vacuum energy cancel. This result appears to depend crucially on the fermionic gauge symmetry and spacetime supersymmetry.


Keyword(s): INSPIRE: MODEL: STRING | MODEL: MEMBRANE | SUPERSYMMETRY | FIELD THEORY: ELEVEN-DIMENSIONAL | FIELD THEORY: BACKGROUND FIELD | QUANTIZATION: semiclassical | INVARIANCE: CONFORMAL | INVARIANCE: REPARAMETRIZATION | FIELD THEORY: LIGHT CONE GAUGE | MULTIPLET | FIELD THEORY: compactification
 Record added 1987-06-30, last modified 2016-05-04