What question did this study set out to answer?

This research aims to explore the relationships between gravity, dark matter, and cosmology through topological phase theory.

April 16, 2026Open Access

Gravity, Dark Matter, and Cosmology from Walker-Wang Topological Phase — Paper VIII (v3)

Key Points

This research aims to explore the relationships between gravity, dark matter, and cosmology through topological phase theory.
Developed a theoretical framework incorporating quantum dimensions and topological phases.
Calculated effective gravitational constant and its relation to dark matter via bulk anyons.
Derived formulas for gravitational wave dispersion and cosmological constants based on topological concepts.
Derived new expressions for Newton's constant and gravitational wave coefficients based on quantum aspects.
Predicted dark matter characteristics with mass around 77 TeV linked to topological stability.
Identified six parameter-free predictions that could guide future experimental observations.

Abstract

Version 3: Major expansion. Newton's constant from quantum dimensions (Gₑff = GPlanck/D²), dark matter from bulk anyons (mass ~77 TeV, topologically stable), gravitational wave dispersion corrections (coefficient 1/D²), cosmological constant mechanism via topological entanglement entropy, central charge decomposition c=11/2. Six parameter-free predictions. Part of the AME (4, 6) Theory of Everything series.

Gravity, Dark Matter, and Cosmology from Walker-Wang Topological Phase — Paper VIII (v3)

Key Points

Abstract

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