Emergent CPT Symmetry from Causal Flow Dynamics with Planck-Scale Regularization
Emergent CPT Symmetry from Causal Flow Dynamics with Planck-Scale Regularization Revised Abstract We present a fundamental reformulation of Temporal Flow Theory demonstrating that: CPT symmetry emerges necessarily from causal boundary conditions on field flows Planck-scale discreteness arises as a non-perturbative regularization mechanism All symmetries are derived from first principles of information preservation Key advances over previous work: Rigorous derivation of flow inversion from causal consistency Consistent fermionic treatment via current algebra Explicit causal kernel construction respecting microcausality Testable Planck-scale predictions 1. Introduction (Restructured) 1.1 The CPT Puzzle While the CPT theorem is well-established in QFT, its deeper origin remains unexplained. Current proofs require: Lorentz invariance (assumed) Locality (assumed) Unitarity (assumed) 1.2 Proposed Solution We show CPT emerges from: C...