A G_2G2-Holonomy Model for Late-Time Cosmic Acceleration in M-theory: Alleviating the Hubble Tension through Geometric Vacuum Energy
Moustafa Amin M. Radwan

TL;DR
This paper proposes a G2G2-holonomy M-theory model where geometric vacuum energy from moduli stabilization explains late-time cosmic acceleration, alleviating the Hubble tension and predicting distinctive black hole phenomenology.
Contribution
It introduces a novel M-theory-based framework with dynamic geometric moduli generating an evolving cosmological term, addressing key cosmological tensions and black hole properties.
Findings
Achieves H0 ≈ 69.4 km/s/Mpc, reducing the Hubble tension.
Predicts a suppressed S8 parameter around 0.67, consistent with data.
Identifies unique gravitational-wave and electromagnetic signatures from black holes.
Abstract
A framework is developed within an eleven-dimensional M-theory scenario where dynamical geometric moduli, originating from a -holonomy compactification, generate an evolving cosmological term, . This ``Geometric Vacuum Energy'' (GVE) is shown to be consistent across both cosmological and astrophysical scales. We demonstrate that a natural attractor solution alleviates the Hubble tension, yielding an inferred and a suppressed structure growth parameter , while remaining in excellent agreement with cosmic chronometer data (). Its predictions in the strong-gravity regime profoundly strengthen the framework's self-consistency. We show that this model supports stable, hairy black hole solutions whose existence conditions are congruent with the cosmological…
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