Technical Report: Autonomous Traversal Synchrony Algorithm (STA) — Section: Information Efficiency — Phase Closure

Technical report describing the Scale Three Algorithm (STA) for autonomous zero localization of the Riemann zeta function. Phase I scans float64 valleys via alternating sums; Phase II refines via mpmath.altzeta to target precision with residual verification. v2 integrates empirical validation from SSE (n=100 zeros, 3.42±0.39 bits/term), Baker-type non-vanishing guarantee, Kronecker-Weyl characterization of transient phase suppression, and cross-references to SSE v3.1.0, Critical Circle, and Baker Bounds. Serie I working paper.

Authors

Publication Details

Journal
Open MIND
Published
2026-03-31
DOI
https://doi.org/10.5281/zenodo.18916006
Citations
1
Primary Topic
Numerical Methods and Algorithms
Type
article
Field-Weighted Citation Impact
40.34
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article

Technical Report: Autonomous Traversal Synchrony Algorithm (STA) — Section: Information Efficiency — Phase Closure

Ricardo Hernández Reveles
1 citations
Open MIND
Numerical Methods and Algorithms
40.34
article

Technical Report: Autonomous Traversal Synchrony Algorithm (STA) — Section: Information Efficiency — Phase Closure

Ricardo Hernández Reveles
article en
1 citations

Abstract

Technical report describing the Scale Three Algorithm (STA) for autonomous zero localization of the Riemann zeta function. Phase I scans float64 valleys via alternating sums; Phase II refines via mpmath.altzeta to target precision with residual verification. v2 integrates empirical validation from SSE (n=100 zeros, 3.42±0.39 bits/term), Baker-type non-vanishing guarantee, Kronecker-Weyl characterization of transient phase suppression, and cross-references to SSE v3.1.0, Critical Circle, and Baker Bounds. Serie I working paper.

Open MIND
Openalex Percentile: Top 0%
Numerical Methods and Algorithms
40.34
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