Theoretical framework reveals a single unifying axis for local and global arithmetic structures, indicating coherent geometric control over number-theoretic functions.
Unified Generative Geometry identifies a single axis unifying local and global arithmetic structures. Curvature, image bundles, Frobenius angles, motivic geodesics, and Langlands symmetries appear as coherent generative images determining the variational structure of number‑theoretic functions.
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Shin Tamaki (2026) studied this question.
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