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May 6, 20260 citationsOpen Access

The Information-Theoretic Spacetime Manifold: Gravity and Inertia as Emergent Topological Phenomena

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NKNicolas Köllmer

Key Points

  • To provide a reformulation of spacetime that reconciles general relativity and quantum mechanics through an information-theoretic approach.
  • Postulation of a discrete, information-theoretic state topology known as the Register Model
  • Deductive exploration of thermodynamic consequences linked to spacetime information architecture
  • Proposing an experimental setup for testing inertia anomaly with Bose-Einstein condensates
  • Defined critical concepts such as gravitational constant and Bekenstein-Hawking entropy as thermodynamic outcomes of the Register Model
  • Demonstrated macroscopic violation of the weak equivalence principle for quantum states
  • Suggested a differential matter-wave interferometry experiment for empirical validation

Abstract

This paper presents a fundamental reformulation of physical spacetime. To resolve the methodological contradiction between the continuous metric of general relativity and the discrete, probabilistic nature of quantum mechanics, spacetime is not treated as an a priori background continuum. Instead, a discrete, information-theoretic state topology (the "Register Model") is postulated. In this paradigm, the absolute information content and its degree of topological correlation (entanglement) are the fundamental entities of physical reality. It is deductively shown that phenomena such as the gravitational constant, cosmological expansion, Bekenstein-Hawking entropy, and the decoherence limit are mandatory thermodynamic consequences of this information architecture. Furthermore, as a macroscopic consequence of this model, a formal violation of the weak equivalence principle for macroscopic quantum states is derived. The paper concludes by proposing a precise, differential matter-wave interferometry experiment on Bose-Einstein condensates to empirically verify the predicted inertia anomaly and falsify the classical nature of inertia.

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Cite This Study

Nicolas Köllmer (2026) studied this question.

synapsesocial.com/papers/69faa1eb04f884e66b532b48https://doi.org/10.5281/zenodo.20030220
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