Load Minimization as the Bridge Between Quantum Mechanics and Gravity:  A Deterministic Emergence Perspective from the Load Minimization Theory

The Load Minimization Theory (LMT), originally proposed to explain internal state transformations in AI, is extended here to cosmic scales. Superposition in quantum mechanics is redefined as a “high-load state” (friction among coexisting possibilities), while spacetime curvature in gravity is reinterpreted as the result of the universe selecting the lowest-load path. From the LMT perspective, the universe always evolves toward load minimization; thus, quantum high-load ambiguity naturally collapses into a definite classical path (low load), manifesting macroscopically as gravitational curvature. Entanglement is explained as a “shared low-load state,” offering a unified understanding of quantum gravity's unresolved issues (difficulty in quantizing gravity) through a single principle: **inevitable transition from high load to low load**. This hypothesis applies LMT's “inevitable emergence” to the entire cosmos, proposing a new paradigm for quantum gravity theory.