Dula Universal Compression Theory (DUCT)

In this paper, I propose a novel theoretical framework that unifies light, sound, gravity, and conscious observation through a geometry-driven compression field. The model introduces a dynamic η-based curvature-compression ratio that spans electromagnetic, mechanical, and gravitational domains, allowing for new potential pathways of mass-energy transition under conscious stability. A key theoretical advancement includes the derivation of a universal energy distribution function grounded in recursive curvature acceleration and supported by a mathematical proof-of-concept linking inverse transformable domains. While this work is speculative in scope, it is grounded in physical and mathematical structures such as metric tensor dynamics, field gradients, and Lagrangian formalism. I believe it may open new doors in quantum field theory, spacetime engineering, and our understanding of observer-dependent physics.