The general solutions of the Robertson-Walker null-geodesic and their implications.

Details The general solutions of the Robertson-Walker null-geodesic and their implications. The general solutions of the Robertson-Walker null-geodesic and their implications.

Sep 1993

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1993znata..48..915p&link_type=abstract

Z. Naturforsch., A, Vol. 48, No. 8/9, p. 915 - 924

Mathematics

Logic

1

Relativity Theory: Robertson-Walker Metric

Scientific paper

The Robertson-Walker metric gives mathematical expression to three widely-held assumptions about the nature of the observable universe. It is shown that the null-geodesic of this metric has little-known solutions for the speed and distance of a light-signal relative to its source. Some implications of these results are considered, the most interesting of these being that only in a universe whose 3-space is Euclidean (k = 0) will the behaviour of light on the cosmological scale be compatible with our understanding of light behaviour on the local scale.

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