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January 23, 20260 citationsOpen Access

Dynamic Interaction of Global Inhomogeneity Domains and Emergence of Observable Cosmological Geometry Continuation of "Phenomenological Evidence for Three Horizon-Scale Coherent Energy Regions and Cosmic Anisotropy"(Mariscal-Estrada, 2026; Acknowledgment DN13603)

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JEJavier Mariscal Estrada

Key Points

  • The research aims to develop a dynamic framework for understanding how cosmic geometry emerges from inhomogeneous domains.
  • Developed a dynamic theoretical framework for cosmic structure.
  • Analyzed cosmic microwave background (CMB) anomalies and H₀ tension.
  • Formulated the model as an effective extension of general relativity.
  • Ensured consistency with Planck high-multipole data.
  • Generated predictions for upcoming observational projects like DESI and Euclid.
  • Reinterpreted ΛCDM anomalies as geometric consequences without needing inflation.
  • Maintained agreement with existing cosmological data while challenging traditional models.
  • Suggested that observable universe geometry emerges from dynamic inhomogeneities.

Abstract

As a continuation of Phenomenological Evidence for Three Horizon-Scale Coherent Energy Regions and Cosmic Anisotropy (Mariscal-Estrada, under review), this work develops a dynamic theoretical framework where the observable universe emerges not from an isotropic temporal singularity, but from global inhomogeneous dynamic geometry characterized by Global Inhomogeneity Domains (GID). This approach reinterprets persistent ΛCDM anomalies—including CMB anomalous structures, H₀ tension, and ultra-early galaxy formation detected by JWST—as first-order geometric consequences without ad hoc inflation. The model formulates as an effective extension of general relativity, maintains consistency with Planck high-multipole data, and generates falsifiable predictions for DESI and Euclid.

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Cite This Study

Javier Mariscal Estrada (2026) studied this question.

synapsesocial.com/papers/69730ed4c8125b09b0d1e9f0https://doi.org/10.5281/zenodo.18329112
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