2003, Vol.6, No.3, pp.772-778
Pauli-Fierz approach to description of a massless spin-2 particle is investigated in the framework of
30-component first order relativistic wave equation theory on a curved space-time background.
It is shown that additional gauge symmetry of massless equations established by Pauli-Fiertz
can be extended only to curved space-time regions with vanishing Ricci tensor.
In all such space-time models the generally covariant S=2 massless wave equation exhibits
gauge symmetry property, otherwise it is not so.
Key words:
spin 2, massless particle, graviton, gauge symmetry, non-minimal coupling
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