USP Field Theory: Deterministic Quantum Teleportation with Independent Photon Sources ( msf:47955 )

This paper presents a fully deterministic reinterpretation of quantum teleportation using USP Field Theory. Instead of relying on probabilistic indistinguishability, entanglement, or wavefunction collapse, the mechanism is explained through Δf-corridor geometry — a stable field-tension structure that governs how photons synchronize, merge, and transfer state information. Key contributions of this work: Independent-source teleportation: Teleportation occurs when two separately generated photons are frequency-shaped until their Δf distributions overlap, forming a shared corridor. Hong-Ou-Mandel dip as corridor merging: The HOM effect is recast as the geometric unification of two field corridors, not a probabilistic disappearance of coincidences. Deterministic entanglement: The final state transfer is governed by the stationarity condition: dE / d(Δf) = 0 Unified physical interpretation: Teleportation, entanglement, and photon interference arise from the same geometric Δf mechanism. Experimental predictions: Teleportation fidelity should scale with the spectral overlap integral: F ∝ ∫ ρA(Δf) × ρB(Δf) d(Δf) offering measurable deviations from mainstream QED and quantum information models. This document is part of the USP Field Theory series exploring deterministic field tension, Δf-based resonance physics, and unified interpretations of foundational quantum experiments.