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March 14, 20260 citationsOpen Access

Z-Geometric Dynamics: The Geometric Origin of Parity Violation

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FMFanlei Meng

Key Points

  • This research aims to uncover the geometric origin of parity violation in weak interactions using Z-Geometric Dynamics.
  • Developed within a five-dimensional parameter space S^5.
  • Utilized topological descriptions of particle structure to analyze interactions.
  • Computed the angular distribution of muon decay for validation against experimental data.
  • Derived dΓ/dΩ ∝ 1-(1/3)cosθ, matching the experimental value of -0.333 ± 0.005.
  • Identified potential for small right-handed currents at high energies.
  • Connected W' boson mass to recent CDF W mass anomaly, indicating new physics.

Abstract

Within the framework of Z-Geometric Dynamics (Papers I, II) and its topological description of particle structure (Paper III), this paper reveals the geometric origin of parity violation in weak interactions. In the five-dimensional parameter space S⁵, the electron is captured on the brane at y=0 by a black hole horizon, the proton resides on the brane at y=L, and the weak gauge field arises from the mixed component of the five-dimensional spin connection ω_μⁱ5. This asymmetric "two-sided thickness" structure naturally leads to left-handed electrons participating in weak interactions while right-handed electrons remain completely decoupled, thereby yielding maximal parity violation. We explicitly compute the angular distribution of muon decay, obtaining dΓ/dΩ ∝ 1- (1/3) cosθ, in excellent agreement with the experimental value -0. 333 ± 0. 005. Finally, we present falsifiable predictions: possible small right-handed currents at high energies, the connection between W' boson mass and the recent CDF W mass anomaly, and precision corrections to the neutron β-decay asymmetry parameter. All "extra dimensions" in this paper refer to a mathematical parameter space describing the internal topological structure of particles, not physical spacetime dimensions.

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Cite This Study

Fanlei Meng (2026) studied this question.

synapsesocial.com/papers/69b4fc6ab39f7826a300d52fhttps://doi.org/10.5281/zenodo.18984081
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