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- Title
Yang-Mills Spectrum with an Arbitrary Simple Gauge Algebra.
- Authors
Buisseret, F.
- Abstract
The mass spectrum of pure Yang-Mills theory in 3 + 1 dimensions is discussed for an arbitrary simple gauge algebra within a quasigluon picture. The general structure of the low-lying gluelump and glueball spectrum is shown to be common to all algebras, excepted the lightest C = − glueballs that only exist when the gauge algebra is A. The shape of the static energy between adjoint sources is also discussed assuming the Casimir scaling hypothesis and finally, the obtained results are shown to be consistent with existing lattice data in the large- N limit of an $${\mathfrak{su}(N)}$$ gauge algebra.
- Subjects
GAUGE field theory; ARBITRARY constants; MASS spectrometry; YANG-Mills theory; QUASIPARTICLES; GLUONS; CASIMIR effect
- Publication
Few-Body Systems, 2012, Vol 53, Issue 1-2, p137
- ISSN
0177-7963
- Publication type
Article
- DOI
10.1007/s00601-011-0240-y