Helix Light Vortex Theory (HLV)

Abstract

This paper presents a quantum field theoretical refinement of the Helix-Light-Vortex (HLV) theory. The framework is built upon a spiral-time-dependent scalar field, ( \Theta(x,t) ), which is coupled to a novel symbolic grammar, ( G_{HLV} ), to form a semi-topological model with predictive cosmological power. A key aspect of this work is the formulation of a real and unitary Lagrangian, which is achieved by decomposing the complex "Spiral Time" ( \Psi(t) = t + i\phi(t) ) and treating its imaginary part as an external, perturbative interaction. The model successfully incorporates standard elements of modern physics, including a fermionic sector, Yukawa-type couplings, and a mechanism for an emergent spacetime metric ( g_{\mu\nu}^{HLV} ), offering a potential route to a geometrically-embedded theory of quantum gravity. The quantization is handled via the standard path integral formalism, where corrections from the spiral-time influence are systematically calculated using the Dyson series expansion. Furthermore, the paper addresses the theory's high-energy behavior by discussing the renormalization group (RG) flow of its effective coupling constants. Crucially, this framework yields several falsifiable predictions, including specific spectral shifts in the Cosmic Microwave Background (CMB), the existence of new, weakly-coupled axion-like particles, and anomalous spin deviations detectable via high-precision atomic gravimetry.