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- W2023476601 abstract "In analogy to Dirac’s large number hypothesis (LNH), we propose the “less large number hypothesis (LLNH)” of NG~NS where NG and NS are the total number of galaxies in the universe and the average total number of stars in a galaxy since both of them are of the order of 1011. Also suggested are the two “geometrical LLNH relations” of NG~(RU/RG)2 and NS~RG/RS where RU, RG and RS are the “radius of the universe”, the average radius of a galaxy and that of a star respectively. Furthermore, it is pointed out that the “even less large number hypothesis (ELLNH)” of n1~n2~n3 may also work for n1≡RU/DG, n2≡DG/RG and n3≡RG/DS where DG and DS are the average distance between two neighboring galaxies and that between two neighboring stars since all of them are of the order of 103." @default.
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- W2023476601 date "1996-12-14" @default.
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- W2023476601 title "NEW LARGE NUMBER HYPOTHESES AND GEOMETRICAL RELATIONS ON SUBSTRUCTURES OF THE UNIVERSE" @default.
- W2023476601 doi "https://doi.org/10.1142/s0217732396002940" @default.
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