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Torus
In Binary Pulse Theory: Minimal Toroidal Area
BPT explains itIn standard physics
A donut shape; one candidate shape for space.
In Binary Pulse Theory
The torus is the circulation round the Null Vacuum: data flows through the hole and round, and distant points share phase through it.
The BPT terms behind it
The Minimal Toroidal Area is the boundary area of the smallest closed Zinf torus, the geometric size limit for a recursive universe and the area over which the energy needed for closure must be spread.
Recursive Toroidal Coupling is the mechanism by which dimensional threads interact through the torus geometry set up in the Data Nova events, weaving spatial and temporal layers into the relationships that appear as physical law.
The Null Vacuum (formerly the Hollow) is what a Pulsecore becomes when its novas have emptied it, first of its null and then of its data: a true vacuum, the hole the torus circulates through, and the same vacuum as the Nullcore at the bottom of the parent's well.
Also known as
toroidal universe · donut-shaped universe
Related
The standard physics term is here to help you find your way in; the book itself writes in BPT's own terms. Read them in the lexicon, or start the book at Binary Pulse Theory.