EPR & Klein Paradoxes in Complex Hamiltonian Dynamics and Krein Space Quantization

摘要: Negative energy states are applied in Krein space quantization approach to achieve a naturally renormalized theory. For example, this theory by taking the full set of Dirac solutions, could be able remove propagator Green function's divergences and automatically without any normal ordering, vanish expected value for vacuum state energy. However, since it is purely mathematical theory, results under debate some efforts devoted include more physics concept. Whereas pure approach, complex quantum Hamiltonian dynamics based on strong foundations Hamilton-Jacobi (H-J) equations therefore classical dynamics. Based spacetime natural consequence including effects relativistic mechanics, bridge connecting causality special relativity non-locality i.e. extending domain leads mechanics. So that, considering both effects, Klein-Gordon equation derived as form equation. Characterizing time involved an entangled writing general potential, two sets positive negative energies will realized. The new enable us study "space-time" leading 12 extra wave functions than four solutions free particle. Arguing entanglement particle antiparticle contradiction with experiments. So, order correct results, along previous investigation [1], we realize particles antiparticles physical entities instead As application modified descriptions (space-time) states, original version EPR paradox can discussed answer verified rooted [2-27] another example use Klein's need further explanations or justifications like backwardly moving electrons. Finally, comparing approaches, point out existence connection between dynamics, standard field [28-43].