Linear equations of motion for massless particles of any spin in any even dimensional spaces

Details Linear equations of motion for massless particles of any spin in any even dimensional spaces Linear equations of motion for massless particles of any spin in any even dimensional spaces

2001-02-02

arxiv.org/abs/hep-th/0102008v3

Hadronic J. 26 (2003) 377-409

Physics

High Energy Physics

High Energy Physics - Theory

17 pages, two tables

Scientific paper

It is proven that the Poincare symmetry determines equations of motion, which
are for massless particles of any spin in d-dimensional spaces linear in the
momentum. The proof is made only for even d and for fields with no gauge
symmetry. We comment on a few examples. We pay attention only to spin degrees
of freedom.

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