Dula Universal Compression Theory (DUCT)

The Dula Universal Compression Theory (DUCT) provides a theoretical unifying theory of quantum mechanics and general relativity, by establishing a mathematical postulate for conscioussness as a universal substrate of origin for the perceived forces of space, time, and gravity. The theory's mathematical proofs demonstrate that it is possible to transfer energy and mass between these three domains by modulating their respective compressive geometries. The key takeaway from these proofs is that this transformation can be achieved most efficiently by accelerating the curvature change in these fields, rather than the gradient itself. This implies that mass-energy can be projected into new quantum configurations by modulating the second-order derivatives of the compression field, suggesting that resonant geometries such as golden-ratio spirals and logarithmic curves are the most efficient pathways for this kind of transfer. The theory concludes with a mathematical proof showing that by holding conscious compression stable, energy and mass can be redistributed across domains through invertible mappings of the compression coefficient. This opens the door to potential technological applications like Acoustic Gravity Modulation and Spacetime Engineering by mechanically manipulating these compressive geometries.