How would many interacting Newtonian worlds account for entanglement, EPR, and Bells inequality violations while preserving linearity? People have tried in the past to make classical or semi-classical explanations for quantum mechanics, but they’ve all failed at getting these to work right. Without actual math it is hard to say if your idea would work right or not, but I strongly suspect it would run into the same problems.
A year and a half ago, Frank Tipler (of the Omega Point) appeared on the podcast “Singularity 1 on 1”, which can be heard at https://www.singularityweblog.com/frank-j-tipler-the-singularity-is-inevitable/ . While I put no measurable confidence in his assertions about science proving theology or the ‘three singularities’, a few interesting ideas do pop up in that interview. Stealing from one of the comments:
how modern physics (i.e., General Relativity, Quantum Mechanics, and the Standard Model of particle physics) are simply special cases of classical mechanics (i.e., Newtonian mechanics, particularly in its most powerful formulation of the Hamilton-Jacobi Equation), and how Quantum Mechanics is actually more deterministic than Newtonian mechanics.
How would many interacting Newtonian worlds account for entanglement, EPR, and Bells inequality violations while preserving linearity? People have tried in the past to make classical or semi-classical explanations for quantum mechanics, but they’ve all failed at getting these to work right. Without actual math it is hard to say if your idea would work right or not, but I strongly suspect it would run into the same problems.
A year and a half ago, Frank Tipler (of the Omega Point) appeared on the podcast “Singularity 1 on 1”, which can be heard at https://www.singularityweblog.com/frank-j-tipler-the-singularity-is-inevitable/ . While I put no measurable confidence in his assertions about science proving theology or the ‘three singularities’, a few interesting ideas do pop up in that interview. Stealing from one of the comments: