Theoretical analysis reveals that number-theoretic dualities arise naturally from monodromy and singularity, suggesting a unified generative foundation for analysis and number theory.
This paper develops Generative D‑Module Theory as a structural foundation linking generative primitives with analytic geometry, showing that number‑theoretic dualities arise naturally from monodromy and singularity, yielding a unified generative framework for analysis and number theory.
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Shin Tamaki (2026) studied this question.
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