This white paper reveals the nature of singularities in black holes, suggesting a new interpretation of their structure and implications.
In Global Complexity–Stability Theory (GCST), the singularity inside a black hole is not merely an “infinite density” point, but the final stage of Rate-Induced Collapse (R-collapse) — the point where the rate of complexity growth α vastly exceeds any recovery capacity γ, and accumulated structural debt D reaches (and surpasses) the critical threshold D_crit. GCST offers the following interpretation: ● The event horizon is the surface where G = γ/(α C) ≈ 1 (boundary of stability) ● The interior is the region where G << 1 and continues to decrease rapidly ● The singularity is the limit where C → ∞, α → ∞, γ → 0 → debt D exceeds any finite bound → complete breakdown of causally connected spacetime structure The singularity thus represents a cosmological complexity limit beyond which further information/entropy accumulation is impossible without violating causality.
No takes yet. Share an insight, caveat, or question.
Roman Lukin (2026) studied this question.
Synapse has enriched 5 closely related papers on similar clinical questions. Consider them for comparative context: