proof ch:07-cosmology@proof-2

open in the book · parts/05-general-relativity-cosmology/07-cosmology.tex:244

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proof : ch:07-cosmology@proof-2prooftheorem 48.3: The Robertson–Walker metric48.3proposition 13.162: Curvature induced on the quadric13.162remark 13.161: rem:mfd-schur13.161theorem 13.160: Maximal symmetry forces constant curvature13.160phenomenon 48.12: The relic microwave background48.12phenomenon 48.1: The Hubble–Lemaître law48.1phenomenon 51.6: Acoustic peaks, and a spatially flat universe51.6proposition 48.7: Luminosity distance48.7

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typedirectionnode provenancewhere
cites Kinematics and World-Structure derived parts/05-general-relativity-cosmology/07-cosmology.tex:301
cites On Milne's Theory of World-Structure* derived parts/05-general-relativity-cosmology/07-cosmology.tex:301
proves The Robertson–Walker metric declared parts/05-general-relativity-cosmology/07-cosmology.tex:244