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standard-model

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Mathematica package for algebraic calculations in elementary particle physics. Performs automated calculation of all one- and two-loop Feynman integrals reducable to scalar integrals independent of external momenta and depending on up to two different masses.

  • Updated Jun 9, 2020
  • Mathematica
K7

K₇ (formerly GIFT), the founding framework of the Arithmon program. Standard Model parameters as topological invariants of a G₂ manifold. Zero free parameters, formally verified, falsifiable.

  • Updated Oct 5, 2026
  • TeX

This project aims to ease work of particle physicists through tools that allow tasks like numerical calculations, generation of diagrams, latexing them, calculating amplitudes and cross sections, etc. This also provides full customizability to add any new theory you want.

  • Updated Oct 8, 2026
  • HTML

Geometric-Electromagnetic Model (GEM): A topological reformulation of the quantum vacuum as a Riemann-Cartan manifold with icosahedral substructure. Includes the published paper (DOI: 10.5281/zenodo.21268209), foundational documents, and experimental protocols.

  • Updated Jul 12, 2026
  • TeX

HCSM derives the Standard Model and gravity from one discrete substrate: a periodic 8×8 torus and its Hodge complex. The substrate is fixed by a single theorem; particle-sector empirical anchors are zero. Charge, masses, mixing, graviton, dark energy, and Lorentzian signature all follow, verified at machine precision.

  • Updated Oct 9, 2026
  • Python

This paper explores the fascinating evolution of string theory, from its origins as a novel approach known as ”bootstrap models” in relativistic particle physics to its current status as a candidate theory of quantum gravity.

  • Updated Jul 20, 2023
  • TeX

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