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June 29, 20260 citationsOpen Access

Cosmic Data Rendering: The Impact of Quantum Entanglement at the Black Hole Boundary on the Expansion of De Sitter Space

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MYMinyub Yum

Key Points

  • The aim is to redefine the holographic screen in De Sitter space by utilizing local black hole event horizons to better understand cosmic expansion.
  • Proposed a model integrating the ER=EPR hypothesis and Complexity=Volume conjecture.
  • Examined black hole lattice models to illustrate connections between entanglement and cosmic expansion.
  • Analyzed how local event horizons can create a framework for holographic information projection.
  • Identified a mechanism where increasing entanglement entropy at black holes correlates with universe expansion.
  • Showed that cosmic expansion is an information-theoretic and thermodynamic process rather than solely driven by dark energy.
  • Demonstrated that quantum wormholes can expand, thus impacting the universe's rendering capacity.

Abstract

While modern holographic cosmology has been successfully demonstrated in Anti-de Sitter (AdS) space, it faces a fundamental challenge in the realistic De Sitter (dS) space—which possesses a positive cosmological constant and exhibits accelerated expansion—due to the inability to specify a global screen upon which information can be projected. This study proposes redefining the holographic screen of the expanding universe not at the unreachable boundary of cosmic infinity, but at the "local event horizons" of black holes distributed throughout the universe like a network. By integrating the ER=EPR hypothesis with the Complexity=Volume (CV) conjecture and holographic black hole lattice models, this paper elucidates a mechanism where the accelerated expansion of the universe is not a blind repulsive phenomenon caused by unknown dark energy. Rather, it is an information-theoretic and thermodynamic evolutionary process. As backend data (entanglement entropy) increases at local event horizons, the connected quantum wormholes (ER bridges) undergo volumetric expansion to accommodate the computational complexity, fundamentally compelling the macroscopic bulk space—the frontend universe—to expand its own rendering capacity.

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Cite This Study

Minyub Yum (2026) studied this question.

synapsesocial.com/papers/6a420b08f91bb43ea9192264https://doi.org/10.5281/zenodo.20949316
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