ArchaeoArithmetic [Coming Soon]

MMP is motivated by the persuasion that the constructors of the Great Pyramid had a more nuanced understanding of how nature absolves itself of incommensurability — nature does not use π (Buckminster Fuller) — and that this understanding was encoded in the pyramid.

We approach ancient mathematics through a different lens. Strabo (64 BCE–25 CE) admitted: the Egyptian priests are supreme in the science of the sky; they impart some of their precepts although they conceal the greater part; they revealed to the Greeks the secrets of the full year, whom the latter ignored as with many other things.

Sections

• Egyptian Maths — ancient number systems and astronomical knowledge
• Mathematical Coincidences — π, φ, and powers of 2
  • π through φ
  • Volume Correlation
• The Cubit — π with φ with powers of 2
• The Great Pyramid — encoding and incommensurability
• Box Math & Primes to 11 — 11-odd-limit and the pyramid
• Precession & the Great Year — the full year and what was concealed