Second Quantization of Torsional Excitations in Structured Vacuum Theory: The Vacion Formalism

We present the complete second quantization formalism for Structured Vacuum Theory (TVS), which posits that physical vacuum consists of 23 helicoidal torsion channels (V23). Electromagnetic phenomena are reinterpreted as quantized torsional excitations termed vacions. The theory provides a geometric foundation for all quantum field phenomena without introducing ad hoc gauge fields or virtual particles. We derive creation/annihilation operators for torsional states, establish the Fock space for multi-vacion systems, and demonstrate how the discrete geometry of V23 naturally incorporates the number 23 in commutation relations, dispersion laws, and conservation rules. The formalism eliminates divergences without renormalization and offers a mechanical understanding of vacuum structure. All standard QED results are recovered in appropriate limits, but TVS replaces abstract quantum fields with tangible torsional geometry.