Leibniz' principle, general relativity, and the observational dominance of euclidean geometry

Details Leibniz' principle, general relativity, and the observational dominance of euclidean geometry Leibniz' principle, general relativity, and the observational dominance of euclidean geometry

Dec 1975

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1975ijtp...14..367n&link_type=abstract

International Journal of Theoretical Physics, Volume 14, Issue 6, pp.367-372

Physics

3

Scientific paper

Leibniz' principle and the observational dominance of Euclidean geometry suggest a huge cosmological constant in Einstein's field equations and a correspondingly huge negative “vacuum” density. This theory lends support to renormalization procedures in quantum electrodynamics and to the view that the interactions we “observe” are fluctuations of the “vacuum state” interpreted as a Fermi sea. Einstein's “preferred” equations, with A=0, are recovered. “Empty” space has no metric geometry at all.

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