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| viXra.org > General Mathematics > viXra:2212.0215 |
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General Mathematics |
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Authors: Richard Kaufman
We argue that the Planck scale for length and time is the only countable scale for measurements of lengths and times in the universe. Accordingly, any measurement of length which seeks a precision below the Planck length is unmeasurable and meaningless; so, every length in the universe has a countable number of Planck lengths. We see that there is a distinction between the physical quantities of length and time in the universe, and number, which is distinct from the physical universe.
Comments: 11 Pages.
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[v1] 2022-12-31 00:56:17
[v2] 2023-04-04 17:20:28
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