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This research explores how child universes inherit gravity-like properties from parent universes through topology in Quantum Graph Emergent Field Theory.

June 5, 2026Open Access

Emergent Cosmological Natural Selection: Topological Inheritance of Gravity in Quantum Graph Emergent Field Theory (QGEFT)

Key Points

This research explores how child universes inherit gravity-like properties from parent universes through topology in Quantum Graph Emergent Field Theory.
Utilized QGEFT to analyze parent-child birth events over a ten-generation production run.
Assessed the correlation between graph degree inheritance and spacetime-density variables using statistical methods.
Identified 450 parent-child birth events throughout the production run.
Mean graph degree inheritance showed a Pearson correlation of r ≈ 0.494 with p ≈ 4.95 x 10^-29, indicating strong statistical significance.
Supported the conclusion that gravity-like properties can be inherited through black-hole remnant geometry alone.

Abstract

The current Paper 49 benchmark does not claim that continuum baby-universe cosmology or exact physical constants have already been derived inside QGEFT. It does show that once all explicit DNA transfer is removed, a child universe can still inherit a real gravity-facing bulk property through topology alone. In the completed ten-generation production run, the engine resolves `450` parent-child birth events and the mean graph degree inherits with Pearson correlation `r ≈ 0. 493759` and `p ≈ 4. 95 x 10^-29`. The defensible conclusion is therefore that QGEFT supports statistically significant bottom-up inheritance of a spacetime-density variable through black-hole remnant geometry alone.

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