Six Obstructions to Native Hecke Extraction on the SCT Critical Sector
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Abstract
Research Note 10 in the "Geometry of the Critical Line" programme This note proves six independent obstructions (Kills #60–64 plus a structural incompatibility theorem) showing that Hecke-type extraction operators cannot be faithfully represented on the SCT critical sector's archimedean carrier alone. The central result: the irrational rotation parameter α = 2ln2/π that makes the geometric carrier work is the same irrationality that kills every native Hecke construction. The carrier and the extractor cannot coexist on the same space — this split is identified as the archimedean/non-archimedean split in the adelic framework. The note also establishes a conditional KMS recursion: on any abstract algebra…
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Keywords
- Riemann zeta function
- Riemann hypothesis
- Dirichlet distribution
- Dirichlet series
- Rotation (mathematics)
- Tree (set theory)
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