← Physics in Binary Pulse Theory
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String theory
In Binary Pulse Theory: Compressed Harmonic Scaling
BPT builds on itIn standard physics
A framework in which particles are vibrating strings in extra, compactified dimensions.
In Binary Pulse Theory
BPT's strings are the Alpha String's harmonics; the book compares a compressed universe's shorter clock with the varied Planck scales compactification allows.
The BPT terms behind it
Compressed Harmonic Scaling is the shortening of temporal quanta that a universe inherits when it is born from a merger rather than a single collapse, giving it faster computational rates and faster early structure formation.
The Alpha Wavelength of Harmonics (λₙ) is the wavelength of the nth harmonic mode of the Alpha String: twice the Pulse Diameter, the Pulse Length ①⥂⦜⌂, divided by the harmonic number n.
Binary Kerr–Kerr Merger Origin is the genesis class of a universe born from the collision of two rotating (Kerr) Null Wells; the book identifies it as the closest match to our own universe's Harmonic Signature.
Also known as
superstrings · M-theory · compactification · extra dimensions
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.