When a Number N is Prime.

In Spain we would say this is the “old woman’s account”, but I think it explains visually what prime numbers are and why they follow the order they have.

Numbers are not purely abstract entities, any quantity implies distribution and distribution implies a space and a center. Numbers represent symmetries related to a real and specific central point. Each time that a new asymmetry appears we need to save it by creating a new metric reference based on our primary unity, our originary metric reference 1; the new metric reference will be a new prime number.

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Happy New Year 2017

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4 comentarios en “When a Number N is Prime.

  1. Many thanks Hektor, you’re right.
    It seems and I didn’t realize before, it would imply t divide 11:3
    Maybe it’s necessary to exclude the numbers that consist in a repetition of a prime number as 25 (5+5+5+5+5) as it happens with 21 (3+3+3+3+3+3+3).
    But I’m not sure, I need to think about it better.
    Thank you!

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