Riemann R(x) prime counting function approximation using complex Zeta zeroes
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Updated
Oct 2, 2024 - Python
Riemann R(x) prime counting function approximation using complex Zeta zeroes
This repository presents Version 2.5 of a formally complete, structurally reinforced, and type-theoretically encoded resolution of the Riemann Hypothesis (RH), formulated through Collapse Theory and the AK High-Dimensional Projection Structural Framework (AK-HDPST v12.5).
Spiral model unifying universal evolution and observer-based information structures.
Unified constructive and non-constructive proof of the Riemann Hypothesis. Prime density, ζ-function symmetry, and A-type structure ensure full consistency. リーマン予想に対する構成的・非構成的な統合証明。素数密度・ゼータ関数対称性・A型構成により完全整合を実現。
Generation of an image of critical line of the zeta-function.
Repo with plots for Complex Analysis Course. Riemman Zeta function example.
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