Pulse Core Lexicon
Toroidal Geometry
Definition
Toroidal Geometry is the shape recursion takes once it outgrows a circle: the first nova, the Null Nova, Harmonic 1 of the Data Harmonics, folds the circle into a torus with two radii, a global R and a local r. It sounds a universe's primordial Alpha note and is where Harmonic Architecture begins; the torus's radii then oscillate with the Prime Pulse as the universe grows. It connects to Null Nova, Harmonic Ratio, Toroidal Lattice and Local Recursion.
Technical Details
Category Structure
Chapter Chapter 4
Importance
In the book #142 of 1,271 terms · used 10 times