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August 2, 2026Open Access

Emergent Gravity from a Discrete Coordinate Network with a Presentist Temporal Metric: A Self-Consistent Derivation

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Authors

ENEvgeniy Nikolaev

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Overview

Preprint presents a theoretical framework for quantum gravity using a discrete network to derive spacetime dynamics, suggesting key implications for physics.

Key Points

  • The framework aims to derive spacetime from a discrete network at the Planck scale, addressing quantum gravity challenges.
  • Developed a self-consistent model using a discrete connected weighted graph.
  • Validated the model through numerical simulations of a 1+1 dimensional radial graph.
  • Connected graph dynamics to fermionic matter and gauge interactions via the braid group.
  • The model produces predictions for gravitational-wave echoes with phase shifts determined by the Jones polynomial.
  • Anticipates Planck-scale corrections to light deflection angles.
  • Proposes a neutrino spectrum break in the 1.2–3.5 PeV range.

Cite This Study

Evgeniy Nikolaev (2026) studied this question.

synapsesocial.com/papers/6a6eeae61b0468a7eeab3871https://doi.org/10.5281/zenodo.21712163
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Also Consider

Synapse has enriched 5 closely related papers on similar clinical questions. Consider them for comparative context:

  1. 1Emergent Mass from 10D Compactified Topology of Discrete Coordinate Networks in a Presentist Temporal Metric2026
  2. 2Emergent Spacetime from Disentanglement Dynamics2026
  3. 3Emergent Spacetime and Gravity from Timeless Renormalization Consistency: A Quantum Gravity Framework2026
  4. 4Emergent 3D Spacetime Geometry and the Computational Origin of Inertia from Non-Markovian Causal Graphs2026
  5. 5A Planck-Scale Discrete Network Model for the Emergence of Spacetime, Gravity, and Fundamental Forces2025