Morshansk Quantum Transition: Geometric Interpretation of Tunneling and Entanglement via Calabi–Yau Rotation

Title: Morshansk Quantum Transition: Geometric Interpretation of Tunneling and Entanglement via Calabi–Yau Rotation Short Abstract: This work presents a hypothesis that the rotation of a six-dimensional Calabi–Yau manifold manifests in our observable 4D world as quantum tunneling and entanglement. A mathematical model is proposed describing the probabilistic return of a particle after a full 6D rotation, as well as an interpretation of entanglement as the geometric splitting of a unified 6D object. This approach offers a novel geometric perspective on fundamental quantum phenomena.