The Riemann Hypothesis: A Gauge-Theoretic Proof via Even Dominance and Spectral Stability
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Abstract
Three-part research series establishing the Riemann Hypothesis via Connes' spectral program and the Weil quadratic form. v1.1 Changelog (from v1.0): Lemma B upgraded: Parity-split spectral gap bound (fully analytical). Even-index modes: gap ~ 2√λ. Odd-index modes: gap ~ 4π²(j²-1)√λ/L², with matched coupling suppression. Lemma C reformulated: Sector-difference control replaces the global ||R0K||
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Topics
Keywords
- Lemma (botany)
- Spectral gap
- Quadratic equation
- Series (stratigraphy)
- Riemann hypothesis
- Eigenfunction
- Parity (physics)
- Stability (learning theory)
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