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Emergence of Electroweak Symmetry from Twistor–Scalaron Geometry
Abstract
Derives the full SU(2)_L × U(1)_Y gauge sector as a holomorphic symmetry of the scalaron–twistor bundle, then reproduces electroweak breaking, particle masses and the Weinberg angle with percent-level accuracy while explaining hypercharge quantization.
Key Results
- SU(2)_L and U(1)_Y appear as bundle holonomies, no external input
- Correct M_W, M_Z and sin²θ_W emerge from scalaron VEV dynamics
- Hypercharge pattern & anomaly cancellation traced to twistor topology
Citation
@article{Fitzpatrick2025RFT10_5,
author = {Fitzpatrick, I.},
title = {Emergence of Electroweak Symmetry from Twistor–Scalaron Geometry},
journal = {RFT Cosmology Preprint},
year = {2025},
note = {Version 10.5}
}