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riemann-zeta

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This repository contains an MPI program written in C that calculates the Riemann zeta function and evaluates its performance using MPI collective communication functions. The program approximates the value of ζ(3) with a given value of `s` (3 - Apéry's constant). It calculates the runtime, speedup, and efficiency for different numbers of processes.

  • Updated Aug 23, 2023
  • C

Official repo for Modular Substrate Theory (MST). Geometric unification of Cosmology & Hadronic Spectroscopy from first principles. Resolves H₀/S₈ tensions, predicts exotic states (d**), and validates vacuum structure via prime number spectral resonance. Zero free parameters.

  • Updated Feb 16, 2026
  • Jupyter Notebook

Modular Spectrum of Pi: reference implementation of the Stride-6 engine. Unifies Chudnovsky's series with DSP polyphase decomposition in Z/6Z. Validated at 100M digits with 95% parallel efficiency. Features a Shared-Nothing architecture to bypass the memory wall and maximize cache alignment.

  • Updated Feb 6, 2026
  • Jupyter Notebook

Official repo for the paper: "The Emergence of Geometry". Analytical derivation and 150-digit validation of the identity linking ζ(0), ln 2, and the emergence of spatial geometry within the Z/6Z modular substrate.

  • Updated Feb 20, 2026
  • TeX

This repository contains a modular Python toolkit for studying the Riemann-Zeta function on the critical line and certifying its non-trivial zeros.

  • Updated Nov 28, 2025
  • Python

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