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Kerr black hole
In Binary Pulse Theory: Binary Kerr–Kerr Merger Origin
BPT explains itIn standard physics
A black hole that rotates, described by the Kerr solution of general relativity.
In Binary Pulse Theory
A spinning Null Well. When two spinning wells merge, the child universe is compressed and runs a faster clock than its parent; the book reads our own origin as a near-maximal Kerr–Kerr merger.
The BPT terms behind it
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.
The Kerr Floor is the least origin compression factor spin alone can give a universe: C⥥ = 1 − κ·a⥣² ≈ 0.932, with a⥣ the maximum physical spin; no progenitor spin can compress a universe further.
A high-spin binary Kerr-Kerr merger is the merger of two rapidly spinning (Kerr) Null Wells, the specific merger type that the book proposes may have given rise to our universe.
Also known as
rotating black hole · spinning black hole · Kerr metric
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.