Expanding Meta-Worlds Theory to a Fully Relativistic Framework

Introduction

The meta-worlds theory offers a unique interpretation of quantum mechanics by combining Bohmian mechanics with the Everettian Many-Worlds Interpretation. This document aims to outline the steps necessary for incorporating spin and achieving full relativistic compatibility, expanding the theory into new realms of physics.

Incorporating Spin

Incorporating spin into the meta-worlds theory necessitates a thorough examination of its interaction with the deterministic and probabilistic elements of the theory. This involves redefining the role of spin within the framework of multiple, branching universes.

Relativistic Extension

To fully integrate relativistic principles into the meta-worlds theory, several key areas must be addressed:

• Lorentz Invariance: Ensuring the theory's compliance with the fundamental symmetries of spacetime.
• Quantum Field Theory (QFT) Approach: Adapting the meta-worlds framework to accommodate particle creation and annihilation, aligning it with the principles of QFT.
• Relativistic Quantum Effects: Investigating the impact of relativistic speeds and gravitational fields on quantum events and the nature of reality across different worlds.

Conclusion

Advancing the meta-worlds theory to encompass relativistic quantum mechanics and the intricacies of spin represents a significant theoretical challenge. This endeavor will require a comprehensive integration of relativistic principles, QFT, and the unique interpretative stance of the meta-worlds theory.

References

• Anonymous, Combining Bohm and Everett: Axiomatics for a Standalone Quantum Mechanics, ar5iv.org, URL, Accessed: Date.