Here is a hypothesis: Origin-Point 4D Transit: A Symmetrical Gateway Hypothesis (Preprint & Visualizer)

Hello everyone,

I recently published a theoretical paper proposing a geometric model where a 4D spatial dimension ($w$) intersects 3D Euclidean space exclusively at the zero-dimensional origin point (0,0,0) of symmetrical geometries.

**Key aspects of the hypothesis:**

1. **Geometric Convergence:** Face-centered orthogonal axes converge at the origin without displacing 3D spatial volume.

2. **Wave Equation Formulation:** Introduces an origin-localized delta interaction term predicting a localized increase in quantum tunneling transmission probability.

3. **Numerical Verification:** WKB potential integration showing a localized boost factor during origin transit.

**Resources:**

- **Zenodo Preprint (CERN):** https://doi.org/10.5281/zenodo.22140243

- **Interactive 3D Visualizer:** https://jsonHub255.github.io/0D-Gateway-Theory-Simulation/

- **GitHub Simulation Script:** https://github.com/jsonHub255/0D-Gateway-Theory-Simulation

I would appreciate feedback from the community on the mathematical formulation of the localized coupling constant and suggestions for refining the numerical boundary model.