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April 21, 20260 citationsOpen Access

EGM-162: A Unified Geometric-Computational Framework for the Funda mental Constants and Laws of the Universe

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EMElias Giovanni Martin

Key Points

  • This research aims to establish a singular framework for understanding the fundamental constants and laws of the universe.
  • Developed a geometric-computational framework named EGM-162 using twelve integer parameters.
  • Utilized the Geometric Reduction Law (GRL) involving an E8 symmetry group and linked structures.
  • Implemented calculations involving a cyclic group over a geodesic sphere and a dodecahedron.],
  • Demonstrated derivation of fundamental constants from a fixed set of integers without free parameters.
  • Established mathematical relationships between vertex counts and dodecahedron characteristics, leading to resonance identities.
  • Revealed a unified structure connecting various elements of theoretical physics.

Abstract

WepresentEGM-162,ageometric-computationalframeworkthatderivesthefundamentalconstantsandlawsof the universe from a single set of twelve integer parameters, with no free constants and no parameter fitting.The foundation is the Geometric Reduction Law (GRL): the chain E8 → H4 → Z/162Z, where Z/162Z isthe cyclic group over a frequency-4 geodesic sphere with V=162 vertices and a collapse dodecahedron withFd=12 faces, linked by the resonance identity Vd⋅Fd⋅X = E = 480.

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Cite This Study

Elias Giovanni Martin (2026) studied this question.

synapsesocial.com/papers/69e7143fcb99343efc98d9dfhttps://doi.org/10.5281/zenodo.19651704
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