Triadic Fixed-Point Dynamics: Numerical Toy Models (TF2.5 Supplement)

This dataset contains three numerical toy-model simulations illustrating key structural features of triadic fixed-point dynamics: A Page-like entropy curve generated by random-unitary scrambling followed by triadic coarse graining. Monotonic entropy growth under a simple contractive CPTP map, demonstrating a minimal “arrow of time” mechanism. An effective scale factor constructed from a single time-dependent eigenmode sequence, showing inflation-like, plateau, and late-time acceleration phases. All simulations are deliberately minimal and interpretation-agnostic.They are not intended as realistic black-hole or cosmological models, but as structural demonstrations of what fixed-point dynamics alone can generate. The archive contains: Python script (triadic_fixedpoint_sims.py) LaTeX note (Triadic_FixedPoint_Simulations.tex) README with instructions Three generated PNG figures Full tar.gz bundle for reproducibility This record serves as supplementary material for TF2.5.