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June 30, 20260 citationsOpen Access

The Information Geometry of the Universe - Evolution in Discrete ln 2 Steps

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CSCraig Suffers

Key Points

  • This work aims to formulate a unified framework linking information theory, geometry, and physics through discrete logarithmic structures.
  • Developed a complete formulation of ln 2 information geometry
  • Analyzed the evolution of black holes and cosmic structures
  • Investigated scaling of entropy, curvature, and particle identity
  • Black holes and the universe evolve through fixed powers of ln 2
  • Physical changes are governed by a discrete structure seen in compression, expansion, and rotation
  • Different phenomena like jet emission and cosmic expansion reveal ln 2 stepping behavior

Abstract

This work presents the complete formulation of the ln 2 Information Geometry: a unified framework in which information theory, geometry, and physics all arise from the same discrete logarithmic structure. At the physical scale, the framework shows that black holes and the universe all evolve through fixed powers of ln 2. Compression, expansion, curvature, rotation, entropy, information, and cosmic time each scale as integer powers of ln 2, forming a single discrete ladder that governs all physical change. Particle identity, weak‑force transitions, black‑hole accretion, jet emission, and cosmic expansion are revealed as different manifestations of the same ln 2 stepping behaviour.

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Cite This Study

Craig Suffers (2026) studied this question.

synapsesocial.com/papers/6a435cb3759b888809a530fehttps://doi.org/10.5281/zenodo.21000121
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