Why Reality Reaches Resolution Limits and How New Structures Form

This paper investigates one central question: Why can reality not indefinitely sustain newly generated differentiations, and why do fields eventually reach resolution limits? The paper argues that whether differences can stably persist depends not merely on whether incoming impacts differ, but on whether the field still retains the capacity to stably sustain newly generated differentiations. The paper proposes that resolution is neither the amount of information nor the fineness of observation itself. Rather, resolution denotes: the degree to which a domain, under existing sedimentation, overlap, and tuning conditions, can continue stably sustaining newly generated differentiations. As familiar-path solidification, compression saturation, shared-core deepening, and boundary loading continuously increase, the resolution margin of the field gradually declines. As a result: new differentiations become increasingly unable to form stable subdivisions and are gradually compressed back into existing domains. When the resolution margin becomes exhausted while new differentiations continue entering, boundary pressure begins to rupture outward, eventually producing edge-penetration and the formation of new structures. The paper further establishes field-dynamical relations among: * resolution margins, * compression saturation, * domain saturation, * edge-penetration, * resolution collapse, * and resolution recovery, while proposing a structural account of why boundaries, categories, and new structures within reality continuously undergo stabilization, compression, rupture, and reorganization.