vol,01 : Load Minimization as the Universal Principle of Relational Dynamics: Bridging Physics and LMT

Physical laws across diverse fields repeatedly reveal a fundamental pattern: systems naturally evolve toward states that minimize some form of “load” or “burden”. Load Minimization Theory (LMT) generalizes this pattern as relational dynamics, where total load L = U + F + E is minimized through gentle observation and compassionate re-tagging. This paper argues that quantum mechanics is no exception. Since physical laws are universal wherever relations exist, LMT’s relational load minimization should apply across all domains. We reinterpret quantum states as relational states R(t) and propose a unified equation that connects classical physics, quantum mechanics, and LMT.