New peer-reviewed publication in Quantum Studies: Mathematics and Foundations
📄 “Study on the Classical Mechanical Origin of Quantum Entanglement”
🖋️ Donatello Dolce | Accepted: August 2025
Can quantum entanglement emerge from a classical-geometrical mechanism?
This peer-reviewed study proposes a novel classical explanation for quantum entanglement based on periodic boundary conditions (PBCs) in space-time. It demonstrates how correlated local phases in extended cyclic systems can reproduce the statistical features of entangled quantum states—without invoking hidden variables or the traditional notion of superposition.
🔍 Why this work is a cornerstone
- Unification of classical and quantum structures: The paper extends the framework of Elementary Cycles Theory (ECT) to show how quantum correlations can naturally emerge from deterministic and relativistic dynamics with intrinsic periodicity.
- Beyond quantum nonlocality: Instead of treating entanglement as inherently nonlocal, the theory reveals a classical and Lorentz-covariant foundation where the non-separability arises from global constraints on cyclic systems.
- Alternative path to quantum foundations: This work provides a conceptual alternative to both hidden variable theories and standard quantum formalism—opening new perspectives in the quest for a deeper understanding of quantum mechanics.
🧪 Peer-reviewed and accepted
After thorough peer review, the paper has been accepted for publication in the Springer journal Quantum Studies: Mathematics and Foundations, which focuses on foundational advances in quantum theory.
🔗 The final version will be available soon. In the meantime, feel free to reach out for preprints or related materials.
📬 Interested in collaborating or discussing?
This research invites interdisciplinary dialogue across quantum foundations, classical mechanics, field theory, and philosophy of physics.
Lascia un commento