Published December 18, 2025
| Version v1
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The Complexity-Gated Unitary (CGU): Entanglement Pruning for O(1) Average Complexity in a Base-24 Qudit Quantum Computer
Authors/Creators
Description
This dataset provides the complete numerical validation for the UFT-F quantum computing framework. It demonstrates a novel method for bypassing the $O(\log^2 d)$ scaling bottleneck of the Quantum Fourier Transform (QFT) using a complexity-gated approach, alongside topological stability proofs for high-dimensional qudit manifolds.
| File Name | Category | Role in the Proof |
AQuantumComputer (6).pdf |
Primary Thesis | The formal paper containing the LaTeX derivations, ACI axioms, and the Complexity-Gated Unitary (CGU) theory. |
hopf_calibration.npy |
Physics Data | The high-resolution Hopf-phase calibration map used by the OS to neutralize environmental drift. |
crosstalk2.py |
Viability Proof | (From our previous step) The mathematical derivation proving $d=24$ is the minimum geometric requirement for stability. |
proofByImpossibility.py |
Comparative Proof | Demonstrates the collapse of Fault-Tolerance in rival dimensions ($d=23, 25$). |
perfect_calibrated_os.py |
Core Logic | The "Operating System" that integrates the Hopf-map with real-time PID correction. |
QE2.py |
Complexity Proof | Validates the "Redundancy Cliff" and the $\sim 49\%$ efficiency gain (Amortized $O(1)$ scaling). |
shorFactors.py |
Algorithmic Proof | Full execution of Shor's Algorithm (factoring 15) on the stabilized logical register. |
nextGenTest3.py |
QEC Proof | Demonstrates the 3-qudit repetition code and syndrome emergence under Lindblad noise. |
final_fleet_benchmark.py |
Stress Test | Large-scale statistical validation of the architecture across varying drift conditions. |
plot.py |
Visualizer | Generates the performance curves comparing UFT-F stability against standard uncalibrated systems. |
Files
AQuantumComputer.pdf
Files
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Additional details
Related works
- Is supplement to
- Publication: 10.5281/zenodo.17872873 (DOI)
- Publication: 10.5281/zenodo.17902977 (DOI)
- Publication: 10.5281/zenodo.17883257 (DOI)
- Publication: 10.5281/zenodo.17914099 (DOI)