Constrained symplectic quantization applied to the free scalar field reproduces the Feynman generating functional in the continuum limit and matches standard correlators, commutators, and Dyson-Schwinger equations in 1+1 dimensions via numerical evolution.
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Constrained symplectic quantization recovers the Feynman generating functional with correct real-time prescription for relativistic QFT by analytic continuation of fields and action plus constraints on stable trajectories, tested via two-point functions and Dyson-Schwinger identities on a free scala
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Constrained Symplectic Quantization II: The Free Scalar Field
Constrained symplectic quantization applied to the free scalar field reproduces the Feynman generating functional in the continuum limit and matches standard correlators, commutators, and Dyson-Schwinger equations in 1+1 dimensions via numerical evolution.
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Constrained Symplectic Quantization: Disclosing the Deterministic Framework Behind Quantum Field Theory
Constrained symplectic quantization recovers the Feynman generating functional with correct real-time prescription for relativistic QFT by analytic continuation of fields and action plus constraints on stable trajectories, tested via two-point functions and Dyson-Schwinger identities on a free scala