This repo contains the code for the QHack 2024 challenge "Bridging the gap".
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Updated
Mar 17, 2024 - Jupyter Notebook
This repo contains the code for the QHack 2024 challenge "Bridging the gap".
Demo pack for the BSD Operator–Fredholm: Sage/Python scripts (principal part, finite Hecke gap, R×R renorm, leading coefficient).
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Empirical study of BKZ lattice reduction spectral gap. Tracks first-tour gap behavior and examines saturation claims across dimensions and block sizes using fpylll.
Spectral amplification by one-bit inflow in Collatz dynamics. Paper C: numerical phase diagram and open gap problem. Does not claim a proof of the Collatz conjecture.
Scale-coherence rigidity and the orbitwise gap in Collatz dynamics. Paper D: from population mixing to individual orbits. Does not claim a proof of the Collatz conjecture.
🔍 Verify and certify analytic bounds related to the Yang–Mills mass gap problem using reproducible computer-assisted scripts.
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