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Entropy
In Binary Pulse Theory: Critical Entropy Threshold
BPT explains itIn standard physics
The measure of disorder, or of missing information, which never decreases in a closed system.
In Binary Pulse Theory
Entropy climbs through a cycle to a threshold where collapse completes and the cycle closes; it is counted in bits.
The BPT terms behind it
The Critical Entropy Threshold is the entropy value at which a universe's cycle is complete, set by the logarithm of the ratio of its Null Mass to the Planck mass; reaching it triggers new collapse and the formation of a new null well.
Boltzmann Critical Entropy (S_c) is the entropy threshold at which collapse into a Null Well completes: Boltzmann's constant times the natural logarithm of the number of binary states, S_c = k_B · ln(2^N▣), where N▣ is the information carried through the collapse.
Entropy Accumulation is the stage of a cosmic cycle in which entropy rises between its minimum and maximum while recursive tension falls, as phase drift builds up and structure degrades through the dissipation of tension.
Also known as
second law of thermodynamics · disorder
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.