Divinity Atlas

Sacred Correspondences
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Elements

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Euclid's Elements is a primary mathematical text whose logical method, definitions, postulates and propositions built one upon another, has been checked and rechecked by mathematicians for over two thousand years, which is the real basis for treating it as authoritative rather than any claim about its modern publisher. This record cites it specifically for Book I's definitions, its third postulate and Proposition 1, and for the scholium to Book XIII crediting the cube, pyramid and dodecahedron to the Pythagoreans and the octahedron and icosahedron to Theaetetus, a documented internal attribution within the text itself. As a primary text it is authoritative for what Euclid himself states or what the text's own scholium attributes; a claim about the actual historical priority of these geometric discoveries beyond what the text itself says needs a dedicated history of Greek mathematics.

Facts
Assessment
Reliability Tier
1
Euclid's Elements, a primary mathematical text whose definitions, postulates and propositions have been checked and rechecked by mathematicians for over two thousand years, cited here for Book I and for the scholium crediting specific solids to the Pythagoreans and to Theaetetus.
Notes
Cited for Book I definitions, the third postulate and Proposition 1, and for the scholium to Book XIII crediting the cube, pyramid and dodecahedron to the Pythagoreans and the octahedron and icosahedron to Theaetetus.
Citation
Author
Euclid
Publisher
Green Lion Press
Publication Year
2002
URL
https://archive.org/details/euclidselementsa0000eucl
Source Type
primary-text
Claims Backed By This Source (246 claims)

This source backs 246 claims across the atlas. As facts: 211 well-attested. As cited relationships: 8 holds. Plus 27 entities citing it as a general reference with no single fact or relationship attached.

Disposition By Topic

  • Sacred Geometry, 208 claims: 183 well-attested, 1 holds, 24 general references.
  • Articles, 19 claims: 19 well-attested.
  • Disciplines, 8 claims: 7 holds, 1 general references.
  • Sources, 8 claims: 8 well-attested.
  • Categories, 2 claims: 1 well-attested, 1 general references.
  • Historical Figures, 1 claims: 1 general references.

Holds

8

Disciplines

Sacred Geometry

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