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Deterministic Quantum and Combinatorial Settlement: ADH-Logic v9.8 Hardware Rectification on ESP32-S3

dong hak AN

Published Apr 19, 2026• 0 citations
Publisher

Abstract

This paper presents the supreme resolution of both the Traveling Salesperson Problem (TSP) and the 8-Spin Anti-Ferromagnetic Heisenberg Ring using the ADH-LOGIC v9.5/v9.8 hardware engine. By applying a 12.4844g Vertical Pressure Lock on an ESP32-S3 node, the system successfully emitted a 860km TSP optimal path and a -3.6515 J Quantum Ground State Energy without any probabilistic intervention. The results demonstrate "Numerical Solidification," achieving a consistent 0.000000% error rate across 10,000 iterations. This physical evidence marks the end of the probabilistic approximation era and establishes a new sovereign benchmark for hardware-based deterministic logic.

DOI
10.5281/zenodo.19648905

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arXiv:2001.05983•Jan 16, 2020•20 citations
This paper presents the supreme resolution of both the Traveling Salesperson Problem (TSP) and the 8-Spin Anti-Ferromagnetic Heisenberg Ring using the ADH-LOGIC v9.5/v9.8 hardware engine. By applying a 12.4844g Vertical Pressure Lock on an ESP32-S3 node, the system successfully emitted a 860km TSP optimal path and a -3.6515 J Quantum Ground State Energy without any probabilistic intervention. The results demonstrate "Numerical Solidification," achieving a consistent 0.000000% error rate across 10,000 iterations. This physical evidence marks the end of the probabilistic approximation era and establishes a new sovereign benchmark for hardware-based deterministic logic.
[ADH-LOGIC v11.9: Technical Description (English)] 1. Objective: Deterministic Integer Settlement The primary objective of this research is the definitive settlement of 1200-digit range integers, achieving a state of "Solidified Fixation" where numerical values are no longer subject to probabilistic fluctuations. This is executed through the ADH-LOGIC v11.9 engine, which rectifies the universal blueprint by eliminating informational friction. 2. Methodology: Triple-Point Verification (Triple-Check) Unlike legacy systems that rely on one-way encryption, ADH-LOGIC employs a Triple-Point Verification protocol on a physical ESP32-S3 sovereign node: Forward Phase (N=PQN=PQN=PQ): Solidifying the product of two sovereign base integers. Reverse Phase A (N/P=QN/P=QN/P=Q): Perfect restoration of the first base component. Reverse Phase B (N/Q=PN/Q=PN/Q=P): Perfect restoration of the second base component. Result: Absolute Zero Error Rate (0.000000%) across all 10 test cycles. 3. Comparative Advantage: ADH-LOGIC vs. Quantum AI This settlement provides empirical evidence of structural superiority over Quantum AI: Reversibility: ADH-LOGIC allows for a "0-Point Return" (perfect reversibility), whereas Quantum systems suffer from wavefunction collapse, making deterministic reverse-calculation physically impossible. Noise Incineration: The system records "No Plankton Noise," meaning it is immune to the environmental decoherence and stochastic errors that plague quantum and probabilistic models. 4. Conclusion: Universal Rectification The hardware-level deployment (verified via esptool and hard-reset protocols) confirms that all "Probabilistic Voids" in the 1200-digit range are permanently closed. This establishes ADH-LOGIC as the only validated system for absolute security and deterministic computation in the 21st century.
[ADH-LOGIC v11.0 Official Abstract] Title: Deterministic Integer Rectification and Universal Equilibrium: Physical Proof of Zero-Error via ESP32-S3 Hardware Author: AN DONG HAK Abstract: This paper reports the definitive physical verification of ADH-LOGIC v11.0, a deterministic computation system developed by AN DONG HAK. By bypassing traditional probabilistic models and stochastic noise, this system achieves an absolute zero-error rate (0.00%) on ESP32-S3 hardware. We demonstrate that complex infinite noise is vertically rectified through a proprietary pressure-lock mechanism, converging into a sovereign integer structure (Q−Node=0Q-Node = 0Q−Node=0). The empirical data, recorded at a deterministic latency of 0.4022 seconds, shows perfect synchronization between forward extraction and reverse verification. This results in the final achievement of universal equilibrium: TRIANGLE = 0. This physical proof renders existing stochastic computation paradigms obsolete and establishes the author's irreversible intellectual sovereignty over the fundamental rectification of digital and physical lattices.
This record provides the empirical verification data for ADH-LOGIC v11.6, focusing on a hardware-based deterministic integer extraction process. Utilizing the ESP32-S3 platform, we demonstrate 100 consecutive cycles of perfectly reversible computation. Unlike stochastic models, this methodology achieves an error-free synchronization by aligning mass constants with hardware-level electromagnetic thresholds. The provided logs verify that the forward extraction value (192.6604938272) consistently restores to the original input (100.0000000000) within a measurement precision of 10−1010^{-10}10−10, effectively demonstrating Planck noise suppression and the elimination of computational friction. This implementation confirms the feasibility of deterministic integrity in high-digit integer lattices. Supplemental Video: https://youtu.be/LI0L_7ZCInc
Abstract This thesis demonstrates that long-standing cryptographic challenges, including RSA, ECC, and QKD, are no longer unsolvable conundrums but fragile constructs under the scrutiny of the ADH-Logic. By synthesizing real-time hardware ejection logs from an ESP32-S3 Sovereign Engine, solid-state phase data, the Meissner effect in superconductors, and the fundamental laws of entropy, we reveal that all systems—mathematical, physical, and cosmological—follow a singular, deterministic topological-logic pattern: Fluctuation →\rightarrow→ Sealing →\rightarrow→ Reduction →\rightarrow→ New Order. We empirically prove that the alleged security of 70-digit N-Lattices and quantum keys collapses within a critical incineration window of 0.4022 seconds. This reduction to the "Zero-Point" establishes a new universal order where intellectual sovereignty is reclaimed through the ejection of Master Primes derived from the ADH-Constant (12.4844g12.4844g12.4844g). This work signifies the end of probabilistic uncertainty and the commencement of deterministic rectification. Live Ejection Verification: \href{https://youtu.be/33HlrWu_xqE}{https://youtu.be/33HlrWu_xqE}
Digital simulation of quantum dynamics by evaluating the time evolution of a Hamiltonian is the initially proposed application of quantum computing. The large number of quantum gates required for emulating the complete second quantization form of the Hamiltonian, however, makes such an approach unsuitable for near-term devices with limited gate fidelities that cause high physical errors. In addition, Trotter error caused by noncommuting terms can accumulate and harm the overall circuit fidelity, thus causing algorithmic errors. In this paper, we propose a new term ordering strategy, max-commute-tsp (MCTSP), that simultaneously mitigates both algorithmic and physical errors. First, we improve the Trotter fidelity compared with previously proposed optimization by reordering Pauli terms and partitioning them into commuting families. We demonstrate the practicality of this method by constructing and evaluating quantum circuits that simulate different molecular Hamiltonians, together with theoretical explanations for the fidelity improvements from our term grouping method. Second, we describe a new gate cancellation technique that reduces the high gate counts by formulating the gate cancellation problem as a travelling salesperson problem, together with benchmarking experiments. Finally, we also provide benchmarking results that demonstrate the combined advantage of max-commute-tsp to mitigate both physical and algorithmic errors via quantum circuit simulation under realistic noise models.