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February 10, 20260 citationsOpen Access

Cyclic Cosmology with Informational Inheritance (CCHI): A Framework for Perturbative Memory Across Quantum Bounces

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SBSamuel Krieger Bonini

Key Points

  • Introduce a theoretical framework linking cycles of the universe with informational inheritance across quantum bounces.
  • Develop a master equation for primordial power spectrum evolution using Bogoliubov transfer coefficients.
  • Derive entropic time dynamics from Loop Quantum Cosmology metrics.
  • Connect gravitational baryogenesis and primordial black holes to supermassive black holes observed by JWST.
  • Establish a fixed point in the primordial power spectrum that allows for the formation of primordial black holes.
  • Provide falsifiable predictions for multiple astronomical observatories including CMB-S4 and JWST.
  • Differentiate between thermodynamic and entanglement entropy, addressing the cyclic entropy problem.

Abstract

This paper introduces the Cyclic Cosmology with Informational Inheritance (CCHI),a theoretical framework proposing that the universe undergoes repeated cycles of expansionand contraction mediated by a quantum bounce, during which statistical information aboutthe pre-bounce matter distribution survives into subsequent cycles, encoded in the post-bounceperturbation spectrum. Built upon Loop Quantum Cosmology (LQC), the framework presentsthree original contributions: a master equation governing the cyclic evolution of the primordial power spectrum via Bogoliubov transfer coefficients, which admits a stabilized fixed pointwhose resonant peaks nucleate Primordial Black Holes (PBHs); a derivation of EntropicTime Dynamics (ETD) from the effective LQC metric, identifying the chrono-entropic coupling Γ(ρ) = 1 − ρ/ρc = geff00 with no free parameters; and a unified mechanism connectinggravitational baryogenesis, PBH dark matter in the asteroidal mass window, and the seedingof supermassive black holes observed by JWST at z > 10. The framework yields falsifiable predictions for CMB-S4, LiteBIRD, the Roman Space Telescope, and LVK O4/O5, and addressesthe cyclic entropy problem through the distinction between thermodynamic entropy (dilutedeach cycle) and entanglement entropy (transferred as low-entropy correlations).

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Cite This Study

Samuel Krieger Bonini (2026) studied this question.

synapsesocial.com/papers/698acac07c832249c30ba1f4https://doi.org/10.5281/zenodo.18522614
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