Vortex Layer Theory: A Geometric Unification of Quantum Mechanics, the Standard Model, and 11-Dimensional Hydrodynamics | Zenodo

Skip to main

You are using an outdated browser. Please upgrade your browser to improve your experience.

Published June 23, 2026

| Version 0.0.0

Preprint

Open

Vortex Layer Theory: A Geometric Unification of Quantum Mechanics, the Standard Model, and 11-Dimensional Hydrodynamics

Authors/Creators

Rybicki, Aleksy

Description

Contemporary theoretical physics relies heavily on probabilistic interpretations and empirical parameter-fitting to maintain the integrity of the Standard Model. This paper introduces the Vortex Layer Theory (VLT), a deterministic, multi-dimensional hydrodynamic framework of the Universe that eliminates the need for quantum randomness and arbitrary constants.

By modeling the fabric of reality as an 11-dimensional continuum of energy potentials, VLT redefines elementary particles not as zero-dimensional point masses or clouds of probability, but as topological solitons (vortices) spanning discrete dimensional layers. This purely geometric approach restores deterministic causality to fundamental physics, fulfilling Einstein's vision of a purely geometric universe.

Key achievements and derivations presented in this paper include:

The Illusion of Quantum Uncertainty: Mathematical proof that the Gaussian probability distribution (wave function) is merely a lower-dimensional cross-sectional projection of an 11-dimensional hyperspherical volume.

Hadronic Topology (No Constants): The exact derivation of the proton mass (938.25 MeV) directly from the electron mass using the geometric volume multiplier of a 5-dimensional vortex (6π⁵), achieving 99.997% accuracy.

The Three Generations of Fermions: A strict Euclidean proof of the Koide formula, demonstrating that the three generations of particles are simply projections of the same vortex across three orthogonal spatial axes (X, Y, Z) forming a 2/3 geometric diagonal.

Testable Predictions: The geometric derivation of hidden, superheavy Higgs Boson states for the Y and Z axes, specifically predicting a secondary Higgs Boson at 25.86 TeV (beyond the current reach of the LHC, testable by future colliders).

Macroscopic Projections: Demonstrating that the 104.45° bonding angle of the water molecule (H₂O) is a precise topological projection of 4-dimensional space, and explaining biological homochirality (right-handed DNA) as a manifestation of a "Multi-Dimensional Coriolis Effect."

This preprint serves as a foundational manifesto for transitioning from probabilistic quantum field theories to deterministic multi-dimensional hydrodynamics.

Files

Vortex Layer Theory (1).pdf

Files<br>(622.2 kB)

Name<br>Size

Download all

Vortex Layer Theory (1).pdf

md5:1560674371691e3cb54331ed4b34fac9

622.2 kB

Preview

Download

Views

Downloads

Show more details

All versions<br>This version

Views

Total views

Downloads

Total downloads

Data volume

Total data volume

0 Bytes<br>0 Bytes

More info on how stats are collected....

Versions

External resources

Indexed in

OpenAIRE

Communities

Keywords and subjects

Keywords

Theoretical Physics

Quantum Mechanics

Standard Model

Topology

Calabi-Yau

Hydrodynamics

Koide Formula

Proton Mass

Higgs Boson

Determinism

Biological Homochirality

Details

DOI

DOI Badge

DOI

10.5281/zenodo.20806350

Markdown

[](https://doi.org/10.5281/zenodo.20806350)

reStructuredText

.. image:: https://zenodo.org/badge/DOI/10.5281/zenodo.20806350.svg<br>:target: https://doi.org/10.5281/zenodo.20806350

HTML

Image URL

https://zenodo.org/badge/DOI/10.5281/zenodo.20806350.svg

Target URL

https://doi.org/10.5281/zenodo.20806350

Resource type<br>Preprint

Publisher<br>Zenodo

Languages

English

Rights

License

Creative Commons Attribution 4.0 International

The Creative Commons Attribution license allows re-distribution and re-use of a licensed work on the condition that the creator is appropriately credited.

Read more

Copyright

Copyright (C) 2026 Aleksy Rybicki

Citation

Export

Technical metadata

Created

June 23, 2026

Modified

June 23, 2026

Jump up

This site uses cookies. Find out more on how we use cookies

Accept all cookies<br>Accept only essential cookies