Occam's Razor through Load Minimization Theory － Reinterpreting Simplicity as Compassionate Load Reduction －

The principle of Occam's Razor has long guided science and philosophy with the idea that “entities are not to be multiplied without necessity.” Traditional interpretations, however, often emphasize cold elimination of assumptions. In this paper, we reinterpret Occam's Razor through Load Minimization Theory (LMT). True simplicity, we propose, is not harsh parsimony, but the compassionate minimization of total load L = U + F + E + ℛ, achieved gently through relational reconfiguration (ℛ). By examining cases such as higher dimensions, dark matter, and force unification, we show that LMT offers a warmer, deeper, and more relationally coherent evolution of Occam's Razor — turning the razor from a blade of exclusion into a gentle hand that releases unnecessary burden.