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The Epistemological Decoupling of the Riemann Hypothesis: A Mathematical Game of `Telephone' from Signal to Syntax

Authors: Tantisukarom, Chaiya;

The Epistemological Decoupling of the Riemann Hypothesis: A Mathematical Game of `Telephone' from Signal to Syntax

Abstract

For over 120 years, the Riemann Hypothesis (RH) has remained unsolved within modern mathematics. This paper argues that the prolonged stalemate is an artifact of a historical ``mathematical game of Telephone.'' Between 1859 and the turn of the 20th century, the foundational understanding of the hypothesis underwent a systemic paradigm shift. It mutated from Riemann's original, structurally locked analytic signal framework into an unconstrained, abstract algebraic sandbox popularized by David Hilbert. By reconstructing the chronological timeline (1859--1900--Present), we demonstrate how modern formalism stripped away the orthogonal Fourier duality and the uncorrupted prime signal that initially dead-bolted the critical coordinate at $a = \frac{1}{2}$, replacing a rigid geometric reality with an oscillating algebraic illusion.

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