This work develops a structural framework in which time and space are defined as internal relations. Time is defined as an ordering relation that provides temporal comparability when its structural condition is satisfied, and space is defined as a proximity relation that provides spatial distinguishability under its own condition. These relations may each be either differentiated or not, and the four resulting combinations support distinct expressed forms. Superposition, entanglement, interference envelopes, and classical localization correspond to the structural relations sustained in each case. The framework relies solely on internal structural conditions and remains compatible with established descriptions of quantum phenomena. This version consolidates the analysis into a structurally self-contained formulation and omits extended descriptive material present in earlier versions.
Sean X. Tan (Mon,) studied this question.