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Heat death
In Binary Pulse Theory: Computational Null State
BPT explains itIn standard physics
The end state of maximum entropy, where no free energy is left to do work.
In Binary Pulse Theory
Maximum entropy is not an irreversible end but a Computational Null State, and reaching it starts the cycle again; its bits leave through its wells.
The BPT terms behind it
The Computational Null State is the condition, written 0∅, in which the substrate reaches phase-neutral equilibrium, with uniform Pulse phase and vanishing tension gradients, while the information it carried is preserved, so that the system can later be reactivated.
The Computational Reset Mechanism is the book's reading of entropy as a renewal process: maximum entropy is a phase-neutral state at which the parent universe dissipates and each of its wells seeds a child whose Pulsecore starts at low entropy in its own frame, so the cosmos cycles rather than dies.
Universal Dissipation is the close of a universe. Its census closes at its final well, when the well census reaches the Null Well Progeny Count, which the Rupture Rule places at 2^L of its own pulses after the big bang; it then decays, still pulsing, and its field dissipates into null only when the decay ends, when…
Also known as
heat death of the universe · end of the universe · big freeze
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.