What question did this study set out to answer?

The study aims to reformulate fundamental interactions through a geometric approach that addresses the intrinsic magnetic field of particles.

April 25, 2026Open Access

On the Intrinsic Magnetic Field of Fundamental Particles

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The study aims to reformulate fundamental interactions through a geometric approach that addresses the intrinsic magnetic field of particles.
Used geometric algebra of complexified Euclidean space Cl(4,0) with an imaginary time axis.
Analytically deduced the intrinsic magnetic field properties of fermions and their quantization.
Extended the model to include gravitational interactions through an analogous gravitomagnetic field.
Derived the leading-order anomalous magnetic moment correction (α/2π) without quantum vacuum fluctuations.
Justified the stability and energy level quantization of hydrogen via electron-proton magnetic dipole coupling.
Resolved classical infinite self-energy paradox by introducing spatial equilibrium governed by the fine-structure constant (α).

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Implication

This research proposes a novel geometric framework for understanding magnetic fields in fundamental particles, suggesting implications for quantum mechanics and general relativity.

Cite This Study

Domenico Sgro (2026) studied this question.

synapsesocial.com/papers/69ec5b8a88ba6daa22dad035 https://doi.org/10.5281/zenodo.19707176

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Implication

This research proposes a novel geometric framework for understanding magnetic fields in fundamental particles, suggesting implications for quantum mechanics and general relativity.

On the Intrinsic Magnetic Field of Fundamental Particles

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Implication

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On the Intrinsic Magnetic Field of Fundamental Particles

Key Points

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Implication

Cite This Study

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