Astrophysics

Cosmic Structural Mechanics: Stability as a Large-Number Outcome of Chaos

Authors: Joseph Shaffer

Spacetime, matter, and physical law emerge as macroscopic unitary outcomes of a system converting high-energy chaos into optimal stability. The universe begins as a chaotic tension matrix (Domain A) filled with unstable local maxima. A tension-bearing phase boundary-the mat-absorbs chaotic shear vectors, flattens them into coherent spatial gradients, and locks unfilterable stress peaks into localized matter structures. When the system crosses a critical radius threshold, a subcritical pitchfork bifurcation rigidifies the mat and produces the calm fabric (Domain B). Stability arises from the large-number postulate: chaotic modes interacting in enormous numbers become unresolvable, leaving only stable structures visible. Spacetime and matter are the macroscopic shadows cast by submerged chaos.

Comments: 6 Pages.

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Submission history

[v1] 2026-08-14 13:31:35

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