Why the Integers Do Not Explode
Preferred Frame Writing — January 2026
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One-Sentence Summary
The Riemann Hypothesis is a stochastic question about a deterministic system; by reconceptualizing integers as a causal wave interference pattern, we show that unbounded error is structurally impossible.
Summary
The Riemann Hypothesis asks if prime numbers behave randomly enough to cancel out errors. We argue this is a misleading stochastic question about a deterministic system. By reconceptualizing the number line as a causal interference pattern of prime frequencies, we demonstrate that the "error" is structurally bounded by the generation process itself — integers do not explode because they are overconstrained by their own factors.
Keywords
Keywords: Riemann Hypothesis, Causal Ordering, Spectral Analysis, Prime Frequencies, Interference, Determinism