The regge-wheeler equation with sources for both even and odd parity perturbations of the schwarzschild geometry

Details The regge-wheeler equation with sources for both even and odd parity perturbations of the schwarzschild geometry The regge-wheeler equation with sources for both even and odd parity perturbations of the schwarzschild geometry

Dec 1981

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1981phla...87...85s&link_type=abstract

Physics Letters A, Volume 87, Issue 3, p. 85-88.

Physics

36

Scientific paper

Whether source terms exist or not, the Regge-Wheeler equation is shown
to be the master equation for perturbations of the Schwarzschild
geometry. In this generalized Regge-Wheeler equation, it is found that
divergent integrals do not appear, although they do in the
Bardeen-Press-Teukolsky equation.

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