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Structural Selection
Definition I.2As stated in the manuscript — not independently proof-checked beyond the v2 audit

Definition I.2 — Closure Mass

Formal statement

MBH:=lim⁡T→∞1T∫0T∫Dρ(x,t) dx dtM_{\mathrm{BH}} := \lim_{T \to \infty} \frac{1}{T} \int_0^T \int_{\mathcal{D}} \rho(x,t)\,\mathrm{d}x\,\mathrm{d}t

Numerically:

MBH∝⟨∣L∣⟩Dα,α≈1.M_{\mathrm{BH}} \propto \langle |L| \rangle_{\mathcal{D}}^{\alpha}, \qquad \alpha \approx 1.

Source

Appendix I: Black Holes as Localized Temporal Closure Domains — Gravity as a Temporally Closed Dynamical Phase

Gravity as a Temporally Closed Dynamical Phase/23_Appendix I — Black Holes as Localized Temporal Closure Domains.tex

Revision history

Unchanged from the original manuscript — not among the 12 patches applied in v2. See Open Review for logged gaps that may affect this statement.

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