Entropyics 9 : Entropy-Based Interpretation of Quantum Uncertainty (v3)

✔️ This work is licensed under CC BY-ND 4.0. See detailed reproduction notice below. The full manuscript is available in the “Files” section above. ✔️ This paper presents Entropyics 9, an alternative interpretation of the Heisenberg uncertainty principle within the entropy-storage framework. Rather than viewing uncertainty as an intrinsic barrier to knowledge, the model proposes that uncertainty emerges from the redistribution of entropy between conjugate variables during measurement. ✔️ Canonical uncertainty products (Δx·Δp, ΔE·Δt) are reformulated as directional entropy changes (ΔS), tested through large-scale synthetic simulations (N = 10⁶ particles). Regression analysis yields R² ≈ 0.988–0.993 across multiple noise levels, reproducing the statistical structure of quantum uncertainty. ✔️ This reinterpretation preserves the mathematical form of the uncertainty principle while offering a deeper conceptual basis: entropy geometry governs the limits of measurement. The framework suggests that knowledge limits stem not solely from observational disturbance but from entropy dynamics in state-space. ✔️ Implications extend across theory, experiment, and philosophy—positioning measurement technologies as entropy-control systems and potentially unifying micro- and macro-scale uncertainty phenomena within the broader Entropyics framework. [Public Reproduction Notice] Licensed under CC BY-ND 4.0. Academic reuse (including summarization, reinterpretation, or translation) is strictly prohibited. Media reproduction — including YouTube, blogs, podcasts, articles, and social platforms — is permitted and encouraged, only with clear attribution to “Y. Jang” and “Entropyics”. Any distortion, misrepresentation, or out-of-context reframing of the theory is strictly prohibited.