Local gauge-invariant cosmological perturbations

Mathematics – Logic

Scientific paper

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Particle-Theory And Field-Theory Models Of The Early Universe

Scientific paper

We develop a gauge-invariant formalism suitable for the study of cosmological perturbations induced by defects. It consists in remolding the well-known Bardeen formalism into a local and gauge-invariant theory formulated in configuration space. Baradeen's variables are first combined into local and gauge-invariant variables with simple geometric interpretations, and a system of hyperbolic equations is then derived for the new variables. The resulting theory is manifestly causal and it contains the density-gradient-vorticity interaction effect first discovered by Ellis, Bruni, and Hwang. Some applications to the theory of topological defects are given. The inborn metric of cosmic strings and the ``stiff defect'' approximation are reanalyzed, and a general solution for the density fluctuations induced by defects is given in terms of Green's functions.

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